{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# ***Introduction to Radar Using Python and MATLAB***\n",
    "## Andy Harrison - Copyright (C) 2019 Artech House\n",
    "<br/>\n",
    "\n",
    "# LFM Pulse Ambiguity Function\n",
    "***"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Referring to Section 8.6.2, the complex envelope of an LFM pulse is written as (Equation 8.65)\n",
    "\n",
    "\\begin{equation}\\label{eq:single_lfm_pulse}\n",
    "    s(t) = \\text{rect}\\bigg[ \\frac{t}{\\tau_p} \\bigg]\\, e^{j \\pi \\beta t^2}.\n",
    "\\end{equation}\n",
    "\n",
    "Using (Equation 8.65) and (Equation.53), the ambiguity function is written as (Equation 8.66)\n",
    "\n",
    "\\begin{equation}\n",
    "    \\big| \\chi(\\tau, f) \\big|^2  = \\Bigg| \\int\\limits_{-\\infty}^{\\infty} \\text{rect}\\bigg[ \\frac{t}{\\tau_p}\\bigg] \\, \\text{rect}\\bigg[ \\frac{t - \\tau}{\\tau_p} \\bigg] e^{j \\pi \\beta t^2}\\, e^{-j \\pi \\beta (t - \\tau)^2}\\, e^{j 2 \\pi f t}\\, dt\\Bigg|^2.\n",
    "\\end{equation}\n",
    "\n",
    "Performing the integration leads to (Equation 8.67)\n",
    "\n",
    "\\begin{equation}\n",
    "    \\big| \\chi(\\tau, f) \\big|^2  = \\Big| (\\tau_p - |\\tau|) \\, \\text{sinc}\\big[ \\tau_p (f + \\beta \\tau) (\\tau_p - |\\tau|) \\big] \\Big|^2 \\quad \\text{for  } 0 \\le |\\tau| \\le \\tau_p.\n",
    "\\end{equation}\n",
    "***"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Begin by getting the library path"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import lib_path"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Set the pulsewidth (s) and the bandwidth (Hz)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "pulsewidth = 1e-3\n",
    "\n",
    "bandwidth = 2e3"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Generate the time delay (s) using the `linspace` routine from `scipy`"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "from numpy import linspace\n",
    "\n",
    "\n",
    "# Set the time delay\n",
    "\n",
    "time_delay = linspace(-pulsewidth, pulsewidth, 5000)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Calculate the ambiguity function for the LFM pulse"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "from Libs.ambiguity.ambiguity_function import lfm_pulse\n",
    "\n",
    "from numpy import finfo\n",
    "\n",
    "\n",
    "ambiguity = lfm_pulse(time_delay, finfo(float).eps, pulsewidth, bandwidth)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Plot the zero-Doppler cut using the `matplotlib` routines"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/plain": [
       "<Figure size 1080x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "from matplotlib import pyplot as plt\n",
    "\n",
    "\n",
    "# Set the figure size\n",
    "\n",
    "plt.rcParams[\"figure.figsize\"] = (15, 10)\n",
    "\n",
    "\n",
    "\n",
    "# Plot the ambiguity function\n",
    "\n",
    "plt.plot(time_delay, ambiguity, '')\n",
    "\n",
    "\n",
    "\n",
    "# Set the x and y axis labels\n",
    "\n",
    "plt.xlabel(\"Time (s)\", size=12)\n",
    "\n",
    "plt.ylabel(\"Relative Amplitude\", size=12)\n",
    "\n",
    "\n",
    "\n",
    "# Turn on the grid\n",
    "\n",
    "plt.grid(linestyle=':', linewidth=0.5)\n",
    "\n",
    "\n",
    "\n",
    "# Set the plot title and labels\n",
    "\n",
    "plt.title('LFM Pulse Ambiguity Function', size=14)\n",
    "\n",
    "\n",
    "\n",
    "# Set the tick label size\n",
    "\n",
    "plt.tick_params(labelsize=12)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Set the Doppler mismatch frequencies using the `linspace` routine"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "doppler_frequency = linspace(-bandwidth, bandwidth, 5000)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Calculate the ambiguity function for the LFM pulse"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "ambiguity = lfm_pulse(finfo(float).eps, doppler_frequency, pulsewidth, bandwidth)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Display the zero-range cut for the LFM pulse"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "iVBORw0KGgoAAAANSUhEUgAAA34AAAJkCAYAAABOE/NdAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjMuMSwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/d3fzzAAAACXBIWXMAAAsTAAALEwEAmpwYAACbz0lEQVR4nOzdd3xkZ3n3/+81valre/G6925swBhDaKEFCC0YTMcPnV9C4CEJBIeakJDwhJCE0GzTm2khYCA0F8Csbdb2utu73l7URpre7t8fZ0ar1aqMpDlznfuc7/v10surfs9Hx5IunSbGGBAREREREZF/hbQXQERERERERO7i4EdERERERORzHPyIiIiIiIh8joMfERERERGRz3HwIyIiIiIi8jkOfkRERERERD7HwY+IiLpORIyIvEh7HcshIq8WkdxK32aZn/tqEbm70x/Xy2zeVoiIvISDHxGRRUTkGhH57wVev7P5i/LMp4k5Xn/lHO/7u+br/nKBj/+kWR/7sIj8SETOXfGDc4GIrBGRkojsEpFu/sz7OoATXPi4/wTg8tYzi20P7Zrj69p6+sRKP/YS1jDfY1kH4AfdWgcRkV9x8CMi8p8PwPllufV0yqzX7wbw2pkvEJGzAJwFYLTNz3Fm82M/G8AAgB+LSN8K1uyWV8EZGkoAntGtT2qMKRpjDrnwcXPGmHa/RsvR+rq2nt7n4udqizHmgDGmrL0OIiLbcfAjIvKfqeYvy62n2QPIVwA8TkRm7pF6HYBvAWj38MRDzY99K4B3AlgL4LEisqW5p+iimW+82OF6IvK3IvKoiJRF5ICIXDfjdSIi7xaRh0WkKCJ3icgr2lznawFcB+CLzcc4+/MaEXmTiHxPRAoi8oCIPFlENorIDSKSF5E/iMgFc7zvc5tvXxKRX8zsOdehniLyVyJyUERyInKdiLxfRHbOeP0xe7xmH9o583kRuRrOYPvsGXvoniQiPxeRf5v1cXqbj+9PF+l1aNa2M9XO13TG27xQRH7a/Fz3iMjTZr3PaSLyfRHJNjv8RkTOnu+xzP48zefPFpGfNbeFsWa3vhmvv0ZE/ltE3iEie0VkXES+ICKpRR47EZGvcfAjIgqeETh7wV4DACISA/AKAJ9b5scrNv8bXc47i8gLAfwlgDcDOBnAcwDcOuNNPgRnaHsLgDMAfBTAp0Xk2Yt83MsADAH4MYAvAXiOiKya403fC+BrAM4FsLX5788B+HcA5wPYB+CaWe8TB/B+OA0fByAM4HoRkXnW8mfNt/8bABcAuBfAXyy0/jb8E4BvAPgZjuyhuwXAZwBcISLxGW/7MjhDvduHTH4YwL/Cafl7AF8TkQwAiMh6ADcBMACeBqfDp+C0m++xHEVE0gBuaD6WiwG8AMDjAXx+1pteBmcP9lMBvLT5du/o3MMkIrIPBz8iIv/5cHNvSuvpr+d4m88DeJU45739CYAJY8yvl/qJRGQIzkAzhaOHtaU4DsB+AD8xxuwyxmw1xvxb8+On4QxIrzfG/NgYs8MY8xU4w81bFvm4rwPwdWNM1Rizo7m+V83xdtcZY75qjHkQwEcArAZwgzHme8aYBwB8DMDZIjI8430iAN5hjLnZGHMHgCsBnA3gKfOs5R0ArjHGfNYY84Ax5qMAfrdYmIUYY3Jwhu7yjD10FQDXA2jAGXZaXtt8nNVFPuzOWdvO5iUu61+MMT9otvxrAIMAzmu+7i0A8gBebIy5tdnhS8aYPyzwWGa7AkAawJXGmLuMMb8CcBWAPxWRk2a83SSANxpj7jXG/ATANzH/14aIKBA4+BER+c8/w/llu/X0n3O8zQ0ABM6el9fh2D0mi9nZPJRxBMDpcH6ZX+45bd8EkACwQ0Q+JyIvnrG36ozm6348cyAB8CYAJ873AUWkF8CL4Rzi2TLn4Z4A7pzx74PN/941x8tWz3hZAzMGXWPMo3D2DJ4xz5JOw7GD8YoGv/k0z4f7IprncYrImXD2jrWzR/fJOHrb2bfETz+zZet9W93OB3DTPANdu04HcKcxZmrGy26B8/WY2f4eY0x91lpmfv2IiAInor0AIiLquFFjzEMLvYExpiEi18LZK/NYzD0QLeTJAMYAHDbGTM54eaP53+lDHkVkwUNAjTG7ReRUOHtkngrg4wDeLyKX4MgfKJ8LYNesd11o79UVAFIAbp519GVYRC41xtw8z8cxC7xs9h9LDTqrgRndmpZ1+CyAzwK4s7nH7rUAfmOMubeN99thjBmZ+QIRWcrXdLqbMcY023frj8wzvx6ztw3TxXUQEXkSvwkSEQXX5+GcC/VTY8xS9+zsMMY8PGvoA4DDzf+um/Gy8xb7YMaYkjHmh8aYPwfwGDhXl7wUwD0AygCOM8Y8NOvp0QU+5OsA/BuO3nt1HoAfYulD7lxCcPaiAQCaA9Z6OOfuzeU+OI9rpotnPX8YR3cDFm9XgXOO3FGMMdvh7FF8A5zzN5e6R3f2uoAlfk3ncAeAJzTPKZ3LnI9llnvhHHbbM+Nlj4fz9WhnsCUiCizu8SMisk+viJw362UTxpidS/kgxphHmuetFRd94/Y/ZlFEfgvg/4rIwwD64FyMZV4i8mo4P49+B+eiHS+Fs8fmweZVJf8JwD81L5zyawAZOHspG8aY/5rj450D4CIArzPG3D3rdV8E8DkReceswwWXqgbgEyLyDjj9/gXAdjgXJ5nL/wPwBRH5PYAb4Zx/dwmA8Rlv83MA7xaR18J5nH8KZ/jds8A6dgJ4ZnOP6SiA7Izz+D4D5zDfKpz7Ci7Lcr6m8/h3AG8E8A0R+TCcx/4YAPcaY/6wyGNp+TKAvwNwnYj8LZxbiXwawPWL7eUmIgo67vEjIrLPZXD2nsx8+qflfCBjzJgxpmODX1PrHoG/h/NL+XsXefsJOHvhbgRwN4AXAvjT5gVZAOdeclfDufLndgA/bb7NjtkfqOn1cIbGO+d43X/D+dn3sjYex0LKcK5geR2cgTXUXPOch38aY74G4IMA/h7O1+ssOENZacbb3ABnqPkwgNsAbIEzLC3kM3D2dG2Fs2fu0hmv+zqcvWjfWOGQCyz9a3oMY8xeAE8EEAPwCzgd3gZniAYWfiytj1GAcz/GXjjnTH4PwG8w676URER0LJnnZxQRERG5SES+AyBijHmuSx9/PZzzIi+fdU4jEREFEA/1JCIiclnz5uFvgnNPwRqcPZbPa/63058rCuf+hR8BcAeHPiIiAjj4ERERdYMB8Ew4V1FNAngQwCuMMd9x4XNdCudQygcBvMSFj09ERBbioZ5EREREREQ+x4u7EBERERER+RwHPyIiIiIiIp/zzTl+w8PDZsuWLdrLOEaj0UAoxPlaA9vrYXtd7K+H7fWwvR6218P2erza/rbbbhsxxqya63W+Gfy2bNmCrVu3ai/jGIVCAalUSnsZgcT2etheF/vrYXs9bK+H7fWwvR6vtheRR+d7nffGVJ8pFAraSwgsttfD9rrYXw/b62F7PWyvh+312Niegx8REREREZHPcfBzWTKZ1F5CYLG9HrbXxf562F4P2+thez1sr8fG9hz8XObFkz6Dgu31sL0u9tfD9nrYXg/b62F7PTa2t2/Flsnn89pLCCy218P2uthfD9vrYXs9bK+H7fXY2J6DHxERERERkc9x8HNZPB7XXkJgsb0ettfF/nrYXg/b62F7PWyvx8b2HPxcFon45laJ1mF7PWyvi/31sL0ettfD9nrYXo+N7Tn4uczG43/9gu31sL0u9tfD9nrYXg/b62F7PTa25+BHRERERETkcxz8XBaLxbSXEFhsr4ftdbG/HrbXw/Z62F4P2+uxsT0HP5fZuFH4BdvrYXtd7K+H7fWwvR6218P2emxsz8HPZblcTnsJgcX2etheF/vrYXs9bK+H7fWwvR4b23PwIyIiIiIi8jkOfi6zcTewX7C9HrbXxf562F4P2+thez1sr8fG9hz8XGbjzR39gu31sL0u9tfD9nrYXg/b62F7PTa25+DnMhuP//ULttfD9rrYXw/b62F7PWyvh+312Nieg5/LjDHaSwgsttfD9rrYXw/b62F7PWyvh+312Nieg5/LotGo9hICi+31sL0u9tfD9nrYXg/b62F7PTa279rgJyJvFZGtIlIWkWsWeds/F5EDIjIpIp8XEfsOom2y8fhfv2B7PWyvi/31sL0ettfD9nrYXo+N7bu5x28fgA8B+PxCbyQizwDwHgBPAXAcgBMA/J3rq3NJoVDQXkJgsb0ettfF/nrYXg/b62F7PWyvx8b2XRv8jDHXG2O+C2B0kTd9FYDPGWO2G2PGAXwQwKtdXp5rGo2G9hICi+31sL0u9tfD9nrYXg/b62F7PTa29+I5fmcC2Dbj+W0A1ojIkNJ6ViQSiWgvIbDYXg/b62L/7jLG4Ku37sJzP3kTrv7RIxjPV7SXFEjc7vWwvR6212Njey+uOAMgO+P51r97MGtvoYhcBeAqANi4cSNKpRIqlQoqFeeHbjqdRq1WQ7lcnn6+0WigWCwCAFKpFIAju2qTySRCoRDy+TwA59jdSCQy/XwsFkMsFpu+fGssFkM8Hkcul4MxBtFoFPF4HIVCAY1GA5FIBCKCsbExNBoNhEIhpFIplEol1Gq16efL5TKq1SpEBJlMBuVyefoxZDIZzz2mRCIx/byXH1OhUECtVvPVY7Ll61SpVBCNRn31mGz6OtXrdYyMjPjqMXn563T9nYfxkZ88glNXp3HDvZPY8dlb8PU3XIJGrWrtY7Lx61Sv11EqlXz1mGz5OonI9Pccvzwmm75OtVrNd4/Jhq9TpVJBPB733GNaiHT7UqQi8iEAG40xr57n9dsAfNgY843m80MARgAMG2PmPUz0oosuMlu3bnVhxSszNjaGwcFB7WUEEtvrYXtd7N89o7kynvixX+CC4wZw7Wsuxjd++yDe8/0H8b7nnIHXPeF47eUFCrd7PWyvh+31eLW9iNxmjLlortd58VDP7QDOnfH8uQAOLjT0eZmNx//6BdvrYXtd7N89n7lxB4rVOt7/3DMRCgmeesogHn/iEP7r1w+jXKtrLy9QuN3rYXs9bK/HxvbdvJ1DREQSAMIAwiKSEJG5DjW9DsDrROQMEekH8F4A13RrnZ222C5Xcg/b62F7XezfHdV6A9+6bQ+eevoanLQ6A8Bp/38uPxEHJ8v4yfaDyisMFm73etheD9vrsbF9N1f8XgBFOLdqeEXz3+8Vkc0ikhORzQBgjPkxgI8B+AWAXQAeBfD+Lq6zo1rH9lL3sb0ettfF/t3xy/sPYyRXxksu2jT9slQqhSecNIw1vXF8f9s+xdUFD7d7PWyvh+312Ni+m7dzuNoYI7OerjbG7DLGZIwxu2a87T8bY9YYY3qNMa8xxpS7tc5OK5VK2ksILLbXw/a62L87fnT3fvQlo7j81FXTLyuVSgiHBM8+ez1+df9hZItVxRUGC7d7PWyvh+312Njevn2UlqnVatpLCCy218P2utjffY2Gwa8fOIzLT1mFaPjIj9JW+2edvRaVegM3PzSitcTA4Xavh+31sL0eG9tz8HOZjcf/+gXb62F7Xezvvrv3ZTGSq+DJp6066uWt9udt6kdPPIIbHzyssbxA4navh+31sL0eG9vbt2LL2Hj8r1+wvR6218X+7vvV/YchAjzx5KMHv1b7SDiEx580hF8/MIJu3zYpqLjd62F7PWyvx8b2HPxc1rqhI3Uf2+the13s775bd47h1DU9GMrEj3r5zPZPOGkYeyeK2D1W7PbyAonbvR6218P2emxsz8HPZdUqT+zXwvZ62F4X+7ur0TD4w64JXHjcwDGvm9n+wuOcG/vevmu8a2sLMm73etheD9vrsbE9Bz+XiYj2EgKL7fWwvS72d9eDh3KYKtfmHPxmtj91bQ/SsTAHvy7hdq+H7fWwvR4b23Pwc1kmk9FeQmCxvR6218X+7rrtUWeQu2DzsYPfzPbhkODcTf0c/LqE270ettfD9npsbM/Bz2U2Hv/rF2yvh+11sb+7bnt0HEPpGI4bOvbE/tntL9g8gHv3T6FQse+y37bhdq+H7fWwvR4b23Pwc1mlUtFeQmCxvR6218X+7rpr7wTO29Q/52E+s9ufu6kf9YbBPfsmu7W8wOJ2r4ft9bC9Hhvbc/AjIiJqU6lax8OH8zh9XW9bb3/Geuft7t3PwY+IiHRx8HOZjcf/+gXb62F7XezvnocO5VBvmHkHv9nt1/cl0JuI4J79U91YXqBxu9fD9nrYXo+N7Tn4uczG3cB+wfZ62F4X+7untefutHU9c75+dnsRwenrenHfAe7xcxu3ez1sr4ft9djYnoOfy2zcKPyC7fWwvS72d899B6aQiIawZSg95+vnan/6ul7cf2AKjYZxe3mBxu1eD9vrYXs9Nrbn4EdERNSme/dP4tQ1PQiH2r9/0xnrelGo1PHoWMHFlRERES2Mg5/L0um5/ypM7mN7PWyvi/3dYYzBvfsnF7ywy1ztW2/PC7y4i9u9HrbXw/Z6bGzPwc9ltRrv3aSF7fWwvS72d8ehqTLGC1Wcunbu8/uAuduftDoDEefCMOQebvd62F4P2+uxsT0HP5fZeHNHv2B7PWyvi/3d8fBhZ3A7efX8g99c7ZOxMNb3Jaffn9zB7V4P2+thez02tufgR0RE1IZHDucBACesWvrhPSeuzky/PxERkQYOfi6z8fhfv2B7PWyvi/3d8cjhPBLRENb2JuZ9m/nanzCcxiOHczCGV/Z0C7d7PWyvh+312Nieg5/LGo2G9hICi+31sL0u9nfHjpEcjh/OILTAFT3na3/i6gzylToOTtp3aJAtuN3rYXs9bK/HxvYc/FxWLBa1lxBYbK+H7XWxvzseGcnjhOGF/8I7X/sTm+/H8/zcw+1eD9vrYXs9Nrbn4EdERLSISq2B3WOFZZ3fBzh7/AAOfkREpIeDn8tSqZT2EgKL7fWwvS7277xdY3k0zOIXdpmv/eqeONKxMC/w4iJu93rYXg/b67GxPQc/IiKiRbQGtuOHM8t6fxHBiasz3ONHRERqOPi5rFAoaC8hsNheD9vrYv/Oe2SkNfgtvMdvofbHDaWxa4xfG7dwu9fD9nrYXo+N7Tn4ERERLWLH4TyGMzH0JaPL/hibBpLYO15ErW7fleCIiMh+HPxclkwmtZcQWGyvh+11sX/nPTqWx+bBxc/nWKj95sEUag2D/dlSJ5dGTdzu9bC9HrbXY2N7Dn4uC4WYWAvb62F7XezfeXvGi9jUxuC3UPvW4Lh73L7Dg2zA7V4P2+thez02trdvxZbJ53kFNy1sr4ftdbF/Z9XqDezPlrBpYPHBb6H2rcFxN8/zcwW3ez1sr4ft9djYnoMfERHRAvZnS6g3DDYOrOywnnV9CURCwgu8EBGRCg5+LovH49pLCCy218P2uti/s1qHZrZzqOdC7SPhENb3J7FrrNixtdER3O71sL0ettdjY3sOfi6LRCLaSwgsttfD9rrYv7P2NAe1dvb4LdZ+82CKe/xcwu1eD9vrYXs9Nrbn4OcyG4//9Qu218P2uti/s/aMFxASYH3/4oPfYu03DaZ4jp9LuN3rYXs9bK/HxvYc/IiIiBawe7yIdX1JRMMr/5G5eTCFsXwFuXKtAysjIiJqHwc/l8ViMe0lBBbb62F7XezfWbvHCtjQ5oVdFmu/mVf2dA23ez1sr4ft9djYnoOfy2zcKPyC7fWwvS7276w948W2buUALN6+dZ4gB7/O43avh+31sL0eG9tz8HNZLpfTXkJgsb0ettfF/p1TrtVxcKrU9q0cFmvfOk9wf7a04rXR0bjd62F7PWyvx8b2HPyIiIjmsW+iBGPau5VDO4bSMcTCIezL8pYORETUXRz8XGbjbmC/YHs9bK+L/TundUjmpg6d4xcKCdb1J7Bvgnv8Oo3bvR6218P2emxsz8HPZTbe3NEv2F4P2+ti/87ZN+HsmWvnVg5Ae+3X9SWwf4J7/DqN270ettfD9npsbM/Bz2U2Hv/rF2yvh+11sX/n7M+WIAKs6U209fbttF/fl5weKKlzuN3rYXs9bK/HxvYc/FxmjNFeQmCxvR6218X+nXMgW8JwJo5YpL0fl+20X9+fxMGpMuoNfp06idu9HrbXw/Z6bGzPwc9l0WhUewmBxfZ62F4X+3fOvmwR6/va29sHtNd+XX8C9YbBoSme59dJ3O71sL0ettdjY3sOfi6z8fhfv2B7PWyvi/0750C2hLVLGPzaad86X5CHe3YWt3s9bK+H7fXY2J6Dn8sKBd6kVwvb62F7XezfOQeyJazra+/CLkB77df3tQY/7vHrJG73etheD9vrsbE9Bz+XNRoN7SUEFtvrYXtd7N8ZU6Uqpsq1Je3xa6f9un7n43GPX2dxu9fD9nrYXo+N7Tn4uSwSiWgvIbDYXg/b62L/zjiQdfbIrVvC4NdO+95EFD3xCPZnucevk7jd62F7PWyvx8b2HPxclki0/wsDdRbb62F7XezfGfunB7/2D/Vst/26/gT2co9fR3G718P2ethej43tOfi5zMbjf/2C7fWwvS7274zl7PFrt/36/iT2Zzn4dRK3ez1sr4ft9djYnoOfy2w8/tcv2F4P2+ti/87Y1xzM2r15O9B++3V9SV7cpcO43ethez1sr8fG9hz8XBYKMbEWttfD9rrYvzOWevN2oP326/oSGMtXUK7Vl7s8moXbvR6218P2emxsb9+KLZNKpbSXEFhsr4ftdbF/Z+zPlpZ0mCfQfvs1vc79nw5PlZe8Lpobt3s9bK+H7fXY2J6Dn8tKJR7Ko4Xt9bC9LvbvjAPLGPzabb+6efjowUkOfp3C7V4P2+thez02tufg57Jaraa9hMBiez1sr4v9O2Nftrjkwa/d9mt6nI97aNK+Xxy8itu9HrbXw/Z6bGzPwc9lNh7/6xdsr4ftdbH/yuXKNUyVali7hFs5AO23bx3qeZCDX8dwu9fD9nrYXo+N7e1bsWVsPP7XL9heD9vrYv+VW86tHID22w+kYoiGBQd5jl/HcLvXw/Z62F6Pje05+LmsXOYPdS1sr4ftdbH/yh2acga/1c09c+1qt30oJFjdk+Aevw7idq+H7fWwvR4b23Pwc1m1WtVeQmCxvR6218X+K9e62ubqnqXt8VtK+9W9cRzixV06htu9HrbXw/Z6bGzPwc9lIqK9hMBiez1sr4v9V641kK3qWdoev6W0X8M9fh3F7V4P2+thez02tufg57JMJqO9hMBiez1sr4v9V+7QVAnxSAi9iciS3m8p7df0xjn4dRC3ez1sr4ft9djYnoOfy2w8/tcv2F4P2+ti/5U7NFXG6t74kv+iu5T2q3sTmCzVUKzUl7o8mgO3ez1sr4ft9djYnoOfyyqVivYSAovt9bC9LvZfuUOT5SWf3wcsrf2a5k3cWxeSoZXhdq+H7fWwvR4b23PwIyIimuXQVAmrl3h+31IduZeffX81JiIi+3Dwc5mNx//6BdvrYXtd7L9yh6bKyxr8lnaOn7PHj+f5dQa3ez1sr4ft9djYnoOfy2zcDewXbK+H7XWx/8qUqnVMlWpY3dudQz05+HUGt3s9bK+H7fXY2J6Dn8ts3Cj8gu31sL0u9l+Z5d7KAVha+95EBIloCIemeKhnJ3C718P2ethej43tOfgRERHN0LrYitvn+IkI1vQmcCDLPX5EROQ+Dn4uS6fT2ksILLbXw/a62H9lWnvglnNVz6W2503cO4fbvR6218P2emxsz8HPZbVaTXsJgcX2etheF/uvzKHmILa6d+l7/JbaflVPHIdzPNSzE7jd62F7PWyvx8b2HPxcZuPNHf2C7fWwvS72X5lDU2VEQoLBVGzJ77vU9sOZGEZ4jl9HcLvXw/Z62F6Pje05+BEREc1waKqM4UwcoZC4/rmGM3FMlmoo1+qufy4iIgo2Dn4us/H4X79gez1sr4v9V+bQVHlZh3kCS2/funLoSM6+q8N5Dbd7PWyvh+312Nieg5/LGo2G9hICi+31sL0u9l+ZQ5OlZV/Rc6nthzPNwY+He64Yt3s9bK+H7fXY2J6Dn8uKxaL2EgKL7fWwvS72X5nDU2WsWsYVPYGltx+e3uPHwW+luN3rYXs9bK/HxvYc/IiIiJqq9QZG8xXX7+HX0jrU8zD3+BERkcs4+LkslUppLyGw2F4P2+ti/+UbbZ5rt9xz/JbafijtXDmUe/xWjtu9HrbXw/Z6bGzPwY+IiKipNYCtynRnj18iGkZPIsI9fkRE5DoOfi4rFAraSwgsttfD9rrYf/laN1MfWubgt5z2q3rivKpnB3C718P2ethej43tOfgRERE1tQ717NYeP8C5sudhHupJREQu4+DnsmQyqb2EwGJ7PWyvi/2Xb2R6j19sWe+/nParMnHezqEDuN3rYXs9bK/HxvYc/FwWCjGxFrbXw/a62H/5RnNlJKNhpOORZb3/ctqv6uEev07gdq+H7fWwvR4b29u3Ysvk83ntJQQW2+the13sv3wjucqy9/YBy2s/nIlhqlRDqVpf9uclbvea2F4P2+uxsT0HPyIioqaRXHnZF3ZZruEMb+JORETu4+Dnsni8u79A0BFsr4ftdbH/8o3kKli1gj1+y2nfuok7r+y5Mtzu9bC9HrbXY2N7Dn4ui0SWd54IrRzb62F7Xey/fKO5MobSy/9hvpz203v8eIGXFeF2r4ft9bC9Hhvbc/BzmY3H//oF2+the13svzyNhsFovoLhni6f49fc48cLvKwMt3s9bK+H7fXY2J6DHxEREYBssYp6w6xoj99yDDcPLeUePyIichMHP5fFYsv/yzGtDNvrYXtd7L88rYurtPbALcdy2scjYfQmItzjt0Lc7vWwvR6212Njew5+LrNxo/ALttfD9rrYf3laF1cZTi+/33LbD/fEeVXPFeJ2r4ft9bC9Hhvbd23wE5FBEfmOiORF5FERuWKet4uLyH+KyEERGRORH4jIhm6ts9NyuZz2EgKL7fWwvS72X55O7PFbbvtVmThGpnhVz5Xgdq+H7fWwvR4b23dzj9+nAFQArAHwcgD/ISJnzvF27wDwOADnAFgPYBzAJ7u1SCIiCqbR5uA3tII9fss13BPnoZ5EROSqrgx+IpIG8EIA7zPG5IwxNwH4PoAr53jz4wHcYIw5aIwpAfg6gLkGRCvYuBvYL9heD9vrYv/lGclVEBJgINX9Qz1XZXio50pxu9fD9nrYXo+N7bu1x+8UADVjzAMzXrYNcw90nwNwqYisF5EUnL2DP+rCGl1h480d/YLt9bC9LvZfntF8GYPpOEIhWfbHWG77wXQMU6UaKrXGsj930HG718P2ethej43tu3XnwQyAyVkvywLomeNtHwSwG8BeAHUAdwF461wfVESuAnAVAGzcuBGlUgmVSgWVinOeRDqdRq1WQ7lcnn6+0WigWCwCAFKpFACgUCgAAJLJJEKh0PR9OeLxOCKRyPTzsVgMsVhs+pjeWCyGeDyOXC4HYwyi0Sji8TgKhQIajQYikQiKxSLi8TgajQZCoRBSqRRKpRJqtdr08+VyGdVqFSKCTCaDcrk8/RgymYznHlMikZh+3suPae/evejr6/PVY7Ll65TNZrF27VpfPSabvk4jIyNIJpO+ekzd+DrtG8thIBlGNptd9mMaGRlBf3//kh9TT8wZNh/afQCre2L8Oi3jMeXzeaxZs8ZXj8mWr1M+n0c0GvXVY7Ll67R//3709fX56jHZ8nXKZrNYv3695x7TQsQYs+AbdIKInA/gZmNMasbL3gngScaY58562y8BSAN4HYA8gHcDeI4x5pKFPsdFF11ktm7d2vG1r9TIyAiGh4e1lxFIbK+H7XWx//K84N9vRjoWwZdev+CPmwUtt/2P7tqPN335dvzw7U/Amev7lv35g4zbvR6218P2erzaXkRuM8ZcNNfrunWo5wMAIiJy8oyXnQtg+xxvex6Aa4wxY8aYMpwLu1wsIt4r24bWX8Co+9heD9vrYv/lGcmVp2+mvlzLbT+UcQ4ZGsvzyp7Lxe1eD9vrYXs9NrbvyuBnjMkDuB7AB0QkLSKXAngegC/O8ea/B/BKEekTkSiANwPYZ4wZ6cZaO83G43/9gu31sL0u9l+e0VxlegBbrpWc4wdw8FsJbvd62F4P2+uxsX03b+fwZgBJAIcAfBXAm4wx20XkMhGZeSOMvwRQgnOu32EAzwLwgi6us6Nax/RS97G9HrbXxf5LV6jUUKjUMbTCPX7Lbd+6hcRojoPfcnG718P2ethej43tu3VxFxhjxgA8f46X3wjn4i+t50fhXMnTFxoNXqFNC9vrYXtd7L90rYFreIV7/Jbbvi8ZRTgkGM3zlg7Lxe1eD9vrYXs9Nrbv5h6/QIpEujZb0yxsr4ftdbH/0rVunr7Sc/yW2z4UEgykojzUcwW43ethez1sr8fG9hz8XJZIJLSXEFhsr4ftdbH/0nVqj99K2g+l4zzUcwW43ethez1sr8fG9hz8XGbj8b9+wfZ62F4X+y/dSHOP30ov7rKS9oPpGPf4rQC3ez1sr4ft9djYnoOfy2w8/tcv2F4P2+ti/6VrDVyti6ws10raD2ZiGOXgt2zc7vWwvR6212Njew5+LguFmFgL2+the13sv3Rj+QpSsTAS0fCKPs5K2g+lYxjN8eIuy8XtXg/b62F7PTa2t2/FlkmlUtpLCCy218P2uth/6cbylel76a3EStoPpeOYLNVQrdv3V2Qv4Havh+31sL0eG9tz8HNZqVTSXkJgsb0ettfF/kvXqcFvJe0Hm1cUHefhnsvC7V4P2+thez02tufg57Jaraa9hMBiez1sr4v9l2680JnBbyXtW+cXjvDKnsvC7V4P2+thez02tufg5zIbj//1C7bXw/a62H/pRnMVDKZWPvitpH1r8OSVPZeH270ettfD9npsbG/fii1j4/G/fsH2etheF/svXaf2+K2kfevm8aN5XuBlObjd62F7PWyvx8b2HPxcVi7zB7gWttfD9rrYf2lK1ToKlToGOjD4raT9YNq5hyD3+C0Pt3s9bK+H7fXY2J6Dn8uq1ar2EgKL7fWwvS72X5pO3cMPWFn7/mQUIeHgt1zc7vWwvR6212Njew5+LhMR7SUEFtvrYXtd7L80rUGrE3v8VtI+FBIMpGK8uMsycbvXw/Z62F6Pje05+Lksk8loLyGw2F4P2+ti/6Xp5B6/lbYfysQwxnP8loXbvR6218P2emxsz8HPZTYe/+sXbK+H7XWx/9J0co/fStsPpmM81HOZuN3rYXs9bK/HxvYc/FxWqfAHuBa218P2uth/aTq5x2+l7YfScYxy8FsWbvd62F4P2+uxsT0HPyIiCrSxfAXhkKA3EdVeCgbTMYzyHD8iInIBBz+X2Xj8r1+wvR6218X+SzNWqGAgFUUotPIT9Ttxjl+2WEW13ljxWoKG270ettfD9npsbM/Bz2U27gb2C7bXw/a62H9pxnIVDKRWfpgn0IlDPZ11jBf4NVwqbvd62F4P2+uxsT0HP5fZuFH4BdvrYXtd7L80Y4UKBjtwfh+w8va8ifvycbvXw/Z62F6Pje05+BERUaCN5Ts3+K1Uax1jPM+PiIg6jIOfy9LptPYSAovt9bC9LvZfmvEODn4rbT+UcdYxwj1+S8btXg/b62F7PTa25+Dnslqtpr2EwGJ7PWyvi/3b12gYjHfwUM+Vtm+dazjBc/yWjNu9HrbXw/Z6bGzPwc9lNt7c0S/YXg/b62L/9mWLVTQMOjb4rbR9f8q5pQTP8Vs6bvd62F4P2+uxsT0HPyIiCqzWzdK9co5fNBxCbyKCiUJVeylEROQzHPxcZuPxv37B9nrYXhf7t6912wSvnOMHAAPpGPf4LQO3ez1sr4ft9djYnoOfyxoN3oRXC9vrYXtd7N++0ebVMzt1H79OtB9IxXgfv2Xgdq+H7fWwvR4b23Pwc1mxWNReQmCxvR6218X+7WsNWK2raa5UJ9oPpjn4LQe3ez1sr4ft9djYnoMfEREFVuuQyk7t8euE/lQU43me40dERJ3Fwc9lqVRKewmBxfZ62F4X+7dvLF9BOhZGIhruyMfrRPvBFM/xWw5u93rYXg/b67GxPQc/IiIKrPF8BQMeuaJny0A6hmK1jlK1rr0UIiLyEQ5+LisUCtpLCCy218P2uti/faP5CoY6OPh1on3rCqM8z29puN3rYXs9bK/HxvYc/IiIKLDGCx7c48ebuBMRkQs4+LksmUxqLyGw2F4P2+ti//aN5iodvXl7J9q3LjTDC7wsDbd7PWyvh+312Nieg5/LQiEm1sL2etheF/u3b7xQwWAHr+jZifY81HN5uN3rYXs9bK/Hxvb2rdgy+XxeewmBxfZ62F4X+7enVK2jUKljsEP38AM6074/xcFvObjd62F7PWyvx8b2HPyIiCiQWufQdXKPXyf08xw/IiJyAQc/l8Xjce0lBBbb62F7XezfnunBr4Pn+HWifTQcQm8igokCz/FbCm73etheD9vrsbE9Bz+XRSIR7SUEFtvrYXtd7N8eNwa/TrUfSPMm7kvF7V4P2+thez02tufg5zIbj//1C7bXw/a62L89rXPoOnk7h061H0jFeI7fEnG718P2ethej43tOfgREVEgjTf3qA147Bw/wNkLycGPiIg6iYOfy2Ix7/1CERRsr4ftdbF/e8ab59D1Jjp3uE6n2venoryP3xJxu9fD9nrYXo+N7Tn4uczGjcIv2F4P2+ti//Zki1X0JiKIhDv3o7BT7QdTPMdvqbjd62F7PWyvx8b2HPxclsvltJcQWGyvh+11sX97xguVjp7fB3Su/UA6hmK1jlK13pGPFwTc7vWwvR6212Njew5+REQUSOOF6vTN0r1mgDdxJyKiDuPg5zIbdwP7BdvrYXtd7N+eiUIFA82bpXdKxw71TPMm7kvF7V4P2+thez02tufg5zIbb+7oF2yvh+11sX97xguVjl/Rs1PtW+viTdzbx+1eD9vrYXs9Nrbn4OcyG4//9Qu218P2uti/PROFKvqSnd3j16n2rZvKc49f+7jd62F7PWyvx8b2HPxcZozRXkJgsb0ettfF/our1RuYKtU6vsevU+37eY7fknG718P2ethej43tOfi5LBrt7F+TqX1sr4ftdbH/4iaKziGUA+nOtupU+/7muYe8l1/7uN3rYXs9bK/HxvYc/Fxm4/G/fsH2etheF/svbqK5J63TV/XsVPtoOITeRIR7/JaA270ettfD9npsbM/Bz2WFQkF7CYHF9nrYXhf7L268edGUTl/Vs5PtB9K8iftScLvXw/Z62F6Pje05+Lms0WhoLyGw2F4P2+ti/8W1rpbZn+zsHr9Oth9IxbjHbwm43ethez1sr8fG9hz8XBaJRLSXEFhsr4ftdbH/4sanD/Xs7B6/TrYfTHPwWwpu93rYXg/b67GxPQc/lyUSCe0lBBbb62F7Xey/uNY5fgPpzu7x62T7/lSUF3dZAm73etheD9vrsbE9Bz+X2Xj8r1+wvR6218X+ixsvVBENC9KxcEc/bifbD6Z4jt9ScLvXw/Z62F6Pje05+LnMxuN//YLt9bC9LvZf3EShgv5UDCLS0Y/b0XP80jEUq3WUqvWOfUw/43avh+31sL0eG9tz8HNZKMTEWtheD9vrYv/Fjeer6E92/h5MnWw/wJu4Lwm3ez1sr4ft9djY3r4VWyaVSmkvIbDYXg/b62L/xU0UK9ODVSd1sv1g8+byPNyzPdzu9bC9HrbXY2N7Dn4uK5VK2ksILLbXw/a62H9xE4Vqx6/oCXS2fWswbd16ghbG7V4P2+thez02tufg57Jaraa9hMBiez1sr4v9FzdecGePXyfbDzavODrKPX5t4Xavh+31sL0eG9tz8HOZjcf/+gXb62F7Xey/MGMMxgtV9Ke9fY5ff3MwzfIcv7Zwu9fD9nrYXo+N7e1bsWVsPP7XL9heD9vrYv+FFat1VGoN9Ce9fY5fX/PiM+M81LMt3O71sL0ettdjY3sOfi4rl8vaSwgsttfD9rrYf2Gtc+YGXDjHr5PtY5EQMvEIr+rZJm73etheD9vrsbE9Bz+XVav8S60WttfD9rrYf2GtQarfhXP8Ot2+PxVFlnv82sLtXg/b62F7PTa25+Dnsk7fHJjax/Z62F4X+y/MzT1+nW7fn4pyj1+buN3rYXs9bK/HxvYc/FyWyWS0lxBYbK+H7XWx/8Jag9RAuvN7/DrdfiAV4zl+beJ2r4ft9bC9Hhvbc/BzmY3H//oF2+the13sv7DWINWf9PY5foBzOGq2yMGvHdzu9bC9HrbXY2N7Dn4uq1R4iI4WttfD9rrYf2ETeffO8et0+/4kD/VsF7d7PWyvh+312Niegx8REQXKRLGKdCyMWMT7PwIHUlFki1U0GkZ7KUREZDnv/9SznI3H//oF2+the13sv7DxQsWVvX1A59v3pWIwBpgs8XDPxXC718P2ethej43tOfi5zMbdwH7B9nrYXhf7L2yiUMVAuvPn9wGdb9+68igv8LI4bvd62F4P2+uxsT0HP5fZuFH4BdvrYXtd7L+w8UIF/Ul39vh1fvBz1jnB8/wWxe1eD9vrYXs9Nrbn4EdERIEyUaii34V7+Lmhr7nOCe7xIyKiFeLg57J0Oq29hMBiez1sr4v9FzZRqEzvSeu0TrdvrZNX9lwct3s9bK+H7fXY2J6Dn8tqtZr2EgKL7fWwvS72n1+jYZAtVqfPneu0Trcf4B6/tnG718P2ethej43tOfi5zMabO/oF2+the13sP7/JUhUN4849/IDOt+9JRCHCc/zawe1eD9vrYXs9Nrbn4EdERIHRujqmW1f17LRwSNCXjPKqnkREtGIc/Fxm4/G/fsH2etheF/vPr3WunFtX9XSj/UAqhokiB7/FcLvXw/Z62F6Pje05+Lms0WhoLyGw2F4P2+ti//m1Dpl066qebrTvS0Z5qGcbuN3rYXs9bK/HxvYc/FxWLBa1lxBYbK+H7XWx//xaF0lx66qebrQfSEV5cZc2cLvXw/Z62F6Pje05+BERUWCMuzz4uWEgFePtHIiIaMU4+LkslUppLyGw2F4P2+ti//lNFCoICdCTiLjy8d1o38c9fm3hdq+H7fWwvR4b23PwIyKiwBgvVNCXjCIUEu2ltG0gFUOuXEO1bt/5JERE5B0c/FxWKBS0lxBYbK+H7XWx//zGC1VXD/N0oz1v4t4ebvd62F4P2+uxsT0HPyIiCoxsoeraFT3d0tccVHllTyIiWom2Bz8ROU1E3icin5rx/DnuLc0fksmk9hICi+31sL0u9p/feKHi6h4/N9pP7/HjvfwWxO1eD9vrYXs9NrZva/ATkRcD+DWADQCubL44A+CfXVqXb4RC3Kmqhe31sL0u9p/fRKGKfhcHPzfatwbV8Tz3+C2E270ettfD9npsbN/uij8A4GnGmDcCqDdftg3Aua6sykfy+bz2EgKL7fWwvS72n994oeLqoZ5utO9L8hy/dnC718P2ethej43t2x38VgO4s/lvM+O/Zu43P5aIDIrId0QkLyKPisgVC7ztBSLyaxHJichBEXlHu5+HiIhoLuVaHYVKffrQSVsMpJvn+BW5x4+IiJav3cHvNhw5xLPlzwDcuoTP9SkAFQBrALwcwH+IyJmz30hEhgH8GMCnAQwBOAnAT5bweTwlHo9rLyGw2F4P2+ti/7llm3vM3DzU04326VgY0bBM33ye5sbtXg/b62F7PTa2b/cOtm8H8BMReR2AtIjcAOAUAE9v551FJA3ghQDOMsbkANwkIt+HM0y+Z9ab/wWAG4wxX24+XwZwb5vr9JxIxJ2bBNPi2F4P2+ti/7m1Bic3L+7iRnsRQV8yxqt6LoLbvR6218P2emxs39YeP2PMfQBOg7PX7r0AvgDgbGPMg21+nlMA1IwxD8x42TYAx+zxA/BYAGMicouIHBKRH4jI5jY/j+fYePyvX7C9HrbXxf5zG28OTm4e6ulW+4FUlOf4LYLbvR6218P2emxs3/aoaowpAPjGMj9PBsDkrJdlAfTM8bYbAVwA4GkA7gLwMQBfBXDp7DcUkasAXAUAGzduRKlUQqVSQaXi/HBPp9Oo1Wool8vTzzcaDRSLRQBAKpUCcOQGjMlkEqFQaPoLGY/HEYlEpp+PxWKIxWLI5XLTz8fjceRyORhjEI1GEY/HUSgU0Gg0EIlEUKlUMDY2hkajgVAohFQqhVKphFqtNv18uVxGtVqFiCCTyaBcLk8/hkwm47nHlEgkpp/38mPKZrO+e0y2fJ2y2azvHpNNX6dCoYCRkRFfPaZOfJ12HRgFAERMBaVSyZXHlM1mXXlMvYkwRnOl6a+rn79Oy31MuVwOmUzGV4/Jlq9TpVKZ3jb98phs+Tq1ftfx02Oy5euUzWY9+ZgWIsbMfX0WEbkRbVy8xRjzxMXeRkTOB3CzMSY142XvBPAkY8xzZ73tNgC3G2Ne03x+CMAIgH5jTHa+z3HRRReZrVu3LraUrpucnERvb6/2MgKJ7fWwvS72n9tXb92Fv7r+Ltzynj/C+n537r/kVvs3XLcVu8cK+PH/t+iP3MDidq+H7fWwvR6vtheR24wxF831uoX2+H12xr9PBPBaANcCeBTAZgCvAvD5NtfwAICIiJw84/DQcwFsn+Nt78TRA2fbVw71oljMvXNJaGFsr4ftdbH/3I4c6uleH7faD6SiuGsPD/VcCLd7PWyvh+312Nh+3v2BxphrW09wLuLyDGPM3xhj/ssY814Az2g+LcoYkwdwPYAPiEhaRC4F8DwAX5zjzb8A4AUicp6IRAG8D8BNC+3t87LWrlrqPrbXw/a62H9u2UIV8UgIyVjYtc/hVvuBVGx6cKW5cbvXw/Z62F6Pje3bvZ3D6QAenvWyHXAu+NKuNwNIAjgE55y9NxljtovIZSIyXc4Y83MAfw3gh823PQnAvPf8IyIiasd4oeLq3j439aWiKNcaKFXr2kshIiJLtXtxl18BuEZE3gdgD4BNAK4GcGO7n8gYMwbg+XO8/EY4F3+Z+bL/APAf7X5sL7NxN7BfsL0ettfF/nMbL1TR7/LN29071NP5uOOFCtb1uXN+ou243ethez1sr8fG9u3u8Xt187/bAeTgXG1TALzGhTX5io03d/QLttfD9rrYf24ThYrrg59b7fuTzrrH8zzPbz7c7vWwvR6212Nj+3bv4zdmjPkzAAkA6wEkjTEvM8aMuLo6H7Dx+F+/YHs9bK+L/ec2Xqi6fqinW+37m+ueKPI8v/lwu9fD9nrYXo+N7ds61FNETpj1orSIAACMMY90elF+Mt/tMsh9bK+H7XWx/9wmCtXpAcotbrUfSDt7/HgT9/lxu9fD9nrYXo+N7ds9x+8hOLdVkBkvaz1a9y6P5gPRqLuHFdH82F4P2+ti/2MZYzBRqGDA5UM93Wrfnzxyjh/Njdu9HrbXw/Z6bGzf1uBnjDnqkFARWQvg/VjCxV2Cysbjf/2C7fWwvS72P1auXEOtYew9xy/FPX6L4Xavh+31sL0eG9u3e3GXoxhjDgD4/wB8tKOr8aFCoaC9hMBiez1sr4v9j9UamNw+1NOt9oloGMloGBPc4zcvbvd62F4P2+uxsf2yBr+mUwGkOrUQv2o0GtpLCCy218P2utj/WK1DJN2+uIub7ftTUe7xWwC3ez1sr4ft9djYvt2Lu9yII+f0Ac7AdyaAD7ixKD+JRNo9jZI6je31sL0u9j/WeHNgcvscPzfb96di04+DjsXtXg/b62F7PTa2b3fFn531fB7ANmPMgx1ej+8kEgntJQQW2+the13sf6zWIZJuH+rpZvuBVJSHei6A270ettfD9npsbN/uoZ4FY8y1M56+ZYx5UERe5OrqfMDG43/9gu31sL0u9j/WRJf2+LnZvj8VxUSRe/zmw+1eD9vrYXs9NrZvd/D73Dwv/69OLcSvbDz+1y/YXg/b62L/Y7XO8etLujv4uXuOX4x7/BbA7V4P2+thez02tl/wUM8ZN24PicjxOPo+ficAKLm1ML8IhVZy/RxaCbbXw/a62P9YE4UqehIRRMLutnGz/UDz4i7GGIjI4u8QMNzu9bC9HrbXY2P7xc7xm3nj9odnve4AgKtdWJOvpFK88KkWttfD9rrY/1jjhYrrV/QE3G3fn4yh1jDIlWvoSdh342C3cbvXw/Z62F6Pje0XHFWNMSFjTBjAjc1/z3xab4zhoZ6LKJW4U1QL2+the13sf6yJQtX18/sAd9vzJu4L43avh+31sL0eG9u3tY/SGHO52wvxq1qtpr2EwGJ7PWyvi/2PNVGouH5FT8Dd9q09luM8z29O3O71sL0ettdjY/t5D/UUkR8bY/64+e/Z9/GbZox5oktr8wUbj//1C7bXw/a62P9Y44UqtgynXf88brbnHr+FcbvXw/Z62F6Pje0XOsfvuhn/nn0fP2qTjcf/+gXb62F7Xex/LF+c48c9fgvidq+H7fWwvR4b2887+BljvjLj39d2Zzn+Uy6XrbzBox+wvR6218X+R6vVG5gq1ab3mLnJzfatcxSzvJffnLjd62F7PWyvx8b2Cx3q+dp2PoAx5vOdW47/VKv8Aa2F7fWwvS72P1rrpufd2OPnZvvWPQjH8/z6zoXbvR6218P2emxsv9Chnle28f4GAAe/BfBeS3rYXg/b62L/o7XOievGHj8320fCIfQkIjzUcx7c7vWwvR6212Nj+4UO9XxyNxfiV5lMRnsJgcX2etheF/sfbaI5KHXjqp5utx9IxXio5zy43ethez1sr8fG9m1fjkZE+kXk5SLyruZ/+11cl2+Uy2XtJQQW2+the13sf7TxQutQz+6c4+em/lSUe/zmwe1eD9vrYXs9NrZva/ATkT8CsBPA2wE8BsDbAOwUkae4tzR/qFT4A1oL2+the13sf7TWoNSNc/zcbt+fik0PsnQ0bvd62F4P2+uxsf1C5/jN9G8ArjLGfKP1AhF5MYBPATjNjYURERF1wpFDPd3f4+e2gVQUu0bz2ssgIiILtXuo53oA3571su8AWNvZ5fiPjcf/+gXb62F7Xex/tIlCFZGQIBNv92+dy+d2+/5klHv85sHtXg/b62F7PTa2b3fw+yKAt8x62Ztw9E3eaQ427gb2C7bXw/a62P9o44Uq+lPRrlyBrRuHek6Wqqg3jKufx0bc7vWwvR6212Nj+3b//Hk+gDeKyLsB7AWwAcBqAL8TkV+33sgY88TOL9FuNm4UfsH2etheF/sfbaJQ6coVPYFuDH5RGANMFqsYSHfnMdmC270ettfD9npsbN/u4PeZ5hMREZFVxguVrlzRsxtaF6gZL1Q4+BER0ZK0NfgZY651eyF+lU6ntZcQWGyvh+11sf/RJgpVbBpMdeVzud2+dYEanud3LG73etheD9vrsbF922e6i8hlcA75POpMRmPMRzq9KD+p1WraSwgsttfD9rrY/2gThSrO2didPX5ut28dspot2neIkdu43ethez1sr8fG9u3ex++TAL4F4IkATp/xxFs5LMLGmzv6BdvrYXtd7H+08S6e4+d2+9Yhq+N57vGbjdu9HrbXw/Z6bGzf7h6/lwM4yxizz83FEBERdVKxUke51vDFPfyAI3v8WjelJyIiale7t3PYDcC+sdYDbDz+1y/YXg/b62L/I1oD0kCX9vi53b43EUE4JJjgOX7H4Havh+31sL0eG9u3u8fvdQA+IyJfBXBw5iuMMb+e+10IABqNhvYSAovt9bC9LvY/4sjg1509fm63F5HmTdy5x282bvd62F4P2+uxsX27g9+FAJ4J5xy/4oyXGwCbO70oPykWi1b+RcAP2F4P2+ti/yNae8a6dY5fN9r3p6Lc4zcHbvd62F4P2+uxsX27g99HADzXGPMzNxdDRETUSUcGP3+c4wc4h61yjx8RES1Vu+f45QHwkM5lSKW6c+8oOhbb62F7Xex/RLfP8etG+/5UjPfxmwO3ez1sr4ft9djYvt3B728BfEJE1opIaOaTm4sjIiJaiYnm4OevPX7R6cdFRETUrnYHt88DeCOAvQCqzada87+0gEKhoL2EwGJ7PWyvi/2PGC9UkYqFEY+Eu/L5utG+P8WLu8yF270ettfD9npsbN/uOX7Hu7oKIiIiF4wXKl07zLNb+lMxlKoNlKp1JKLdGWiJiMh+be3xM8Y8OvsJwCSAZ7u7PPslk0ntJQQW2+the13sf8REodrVwzy70b41yPLKnkfjdq+H7fWwvR4b2y/pHD0RCYvIn4jItwHsB/Amd5blH6EQT4PUwvZ62F4X+x/R7T1+3WjfuichD/c8Grd7PWyvh+312Ni+rRWLyAUi8v8A7APwJQDPAfBiY8zZbi7OD/L5vPYSAovt9bC9LvY/Iluooq+Le/y60b51T0IOfkfjdq+H7fWwvR4b2y84+InIu0TkLgC3wDnP7x0A1gIYA/A795dHRES0fM4eP/9c0RMABtLO4+GhnkREtBSLXdzlHwCMAnglgG8aYwwAiIjb6/KNeDyuvYTAYns9bK+L/R2NhkG2WO3qoZ7daD/APX5z4navh+31sL0eG9svdqjnHwH4AYDPAtgjIh8XkQsBGNdX5hORSLsXTqVOY3s9bK+L/R2TpSoa5sihkd3Qjfati9Vwj9/RuN3rYXs9bK/HxvYLDn7GmF8aY14L5/DO9wA4B84hnmsA/B8RGXJ/iXaz8fhfv2B7PWyvi/0d483BqJuHenajfTwSRioWxniee/xm4navh+31sL0eG9u3ezuHgjHmi8aYpwHYAuB9AF4OYLeLayMiIlq21qGQfruPHwD0J6PTgy0REVE7lnwdUmPMHmPMR4wxpwF4sgtr8pVYzH+/cNiC7fWwvS72d0w0B79u3sevW+37U7Hpx0cObvd62F4P2+uxsf2KbkBhjOGVPRdh40bhF2yvh+11sb+jdQ5cN8/x61b7gXQUE0Xu8ZuJ270ettfD9npsbG/fnQctk8vltJcQWGyvh+11sb9D4xy/brXvT8V4Vc9ZuN3rYXs9bK/HxvYc/IiIyJcmChWEBOhN+Os+foAzzPKqnkREtBQc/Fxm425gv2B7PWyvi/0d44UK+pJRhELdu/ds1w71bJ7j12jw7kot3O71sL0ettdjY/u2Bj8RiYvIh0XkERHJNl/2dBF5q7vLs5+NN3f0C7bXw/a62N8xXujuzduB7rXvT8XQMMBUqdaVz2cDbvd62F4P2+uxsX27e/z+BcBZcG7h0Prz4nYAb3JjUX5i4/G/fsH2etheF/s7JgqVrl7RE+he+9Z5izzP7whu93rYXg/b67Gxfbu3nH8BgJOMMXkRaQCAMWaviGxwb2n+YAwPw9HC9nrYXhf7O8bzVazrS3T1c3arff+MwW8L0l35nF7H7V4P2+thez02tm93j18Fs4ZEEVkFYLTjK/KZaNR/FxWwBdvrYXtd7O/IFqvo6/Iev261b92ighd4OYLbvR6218P2emxs3+7g900A14rI8QAgIusA/BuAr7m1ML+w8fhfv2B7PWyvi/0d44WKb8/xaz0uHup5BLd7PWyvh+312Ni+3cHvrwHsAHAXgH4ADwLYB+Dv3FmWfxQKBe0lBBbb62F7XewPlGt1FCr1rt7DD+he+yPn+HGPXwu3ez1sr4ft9djYvq1z/IwxFQB/DuDPm4d4jhgbD2xV0Gg0tJcQWGyvh+11sf+RQyD7u7zHr1vtexNRhATIco/fNG73etheD9vrsbF9u7dz+K6IvFhE4saYwxz62heJtHv9HOo0ttfD9rrY/8ghkN0+1LNb7UMhQV8yyj1+M3C718P2ethej43t2z3U81cA3gXgkIhcKyLPEBHe/L0NiUR3ryhHR7C9HrbXxf7OFT0BdP1Qz262H0jFeI7fDNzu9bC9HrbXY2P7toY3Y8y/GGMuBnARgEcAfALAPhH5VxfX5gs2Hv/rF2yvh+11sb9zDz+g+4d6drN9fyrKq3rOwO1eD9vrYXs9NrZf0l47Y8yDxpi/A/BnAO4E8BZXVuUjNh7/6xdsr4ftdbE/MFFsnePX3T1+3WzPPX5H43avh+31sL0eG9u3PfiJyIki8l4R2Q7gp3Cu7Hm5ayvziVCIR8RqYXs9bK+L/fXO8etm+z7u8TsKt3s9bK+H7fXY2L6tsxJF5PcATgHwPQB/CeCnxpiamwvzi1Qqpb2EwGJ7PWyvi/2dq3rGIyEkY+Guft5utucev6Nxu9fD9nrYXo+N7dsdVf8RwFpjzCuNMT/i0Ne+UqmkvYTAYns9bK+L/YHxfPdv3g50t/1AKopCpY5yrd61z+ll3O71sL0ettdjY/t5Bz8RkRnPfgtAWURCs5/cX6LdajXOyFrYXg/b62J/58bm3T6/D+hu+9aFa3i4p4PbvR6218P2emxsv9Dglp3x7xqA6qyn1stoATYe/+sXbK+H7XWxv3NVT409ft1s33p8PNzTwe1eD9vrYXs9NrZf6By/M2f8+3i3F+JXNh7/6xdsr4ftdbG/c1XPU9Zkuv55u3uOn7NHk3v8HNzu9bC9HrbXY2P7eUdVY8zuGc++2Bjz6OwnAC90f4l2K5fL2ksILLbXw/a62N/Z49eX7P4ev262P3KoJ/f4AdzuNbG9HrbXY2P7dvdR/u08L39vpxbiV9Uq/xKrhe31sL2uoPc3xmCiUJ3eI9ZN3Ww/kHYe3zj3+AHgdq+J7fWwvR4b2y94OwcR+aPmP8Mi8mQAMy/4cgKAKbcW5hdHXyOHuont9bC9rqD3nyrXUGsYlXP8utme5/gdLejbvSa218P2emxsv9h9/D7X/G8CwOdnvNwAOADgbW4syk8yme6fY0IOttfD9rqC3n8i7/wVVuOqnt1sn4iGEY+EeI5fU9C3e01sr4ft9djYfsHBzxhzPACIyHXGmFd2Z0n+Ui6XEY/HtZcRSGyvh+11Bb1/aw+Yxh6/brcfSMUwnuceP4DbvSa218P2emxs39Y5fhz6lq9S4Q9kLWyvh+11Bb3/9OCX7v4ev263709FeY5fU9C3e01sr4ft9djYfrFDPQEAItIL4GoAlwMYxoxz/Ywxm11ZGRER0TJki61DPbu/x6/bBlIxXtWTiIja0u5VPf8dwAUAPgBgEM65fbsA/ItL6/ING4//9Qu218P2uoLev3XoY3/S3+f4Ac5eTV7cxRH07V4T2+thez02tm938Hs6gBcaY74HoN7870sBXOnaynzCxt3AfsH2etheV9D7tw597FMY/Lp/qGeMF3dpCvp2r4nt9bC9Hhvbtzv4hQBkm//OiUgfgP0ATnJlVT5i40bhF2yvh+11Bb3/RKGC3kQEkXC7P+I6p9vtB1JRTBSrMMZ09fN6UdC3e01sr4ft9djYvt2fitvgnN8HADfCOfTzPwA84MaiiIiIlmu8UMVA2v/n9wHOOX71hsFUuaa9FCIi8rh2B783ANjZ/Pc7ABQB9APg1T4XkU6ntZcQWGyvh+11Bb3/eKGidmGXbrdvHc7aundhkAV9u9fE9nrYXo+N7du6qqcx5pEZ/z4E4PWurchnajX+FVYL2+the11B7z9RqGIoozP4dbt9616F44UKNg+luvq5vSbo270mttfD9npsbD/v4Ccir23nAxhjPt+55fhPuVxGT0+P9jICie31sL2uoPefKFZw4iqdv8R2u33rXoW8sie3e01sr4ft9djYfqE9fu1csdMA4OBHRESeMZGvBuIefsCRexXyyp5ERLSYeQc/Y8yTu7kQv7Lx+F+/YHs9bK8ryP2r9QamyrXpQyC7rdvtZx7qGXRB3u61sb0ettdjY/u2r3UtIkMicqWIvKv5/HoR2eje0vyh0WhoLyGw2F4P2+sKcv/Wnq/WIZDd1u32fckoRI7cuzDIgrzda2N7PWyvx8b2bQ1+InI5gPsBvBzA3zZffDKcWzrQAorFovYSAovt9bC9riD3n2ju+dI61LPb7cMhQW8iOv24gyzI2702ttfD9npsbN/uHr9PAHipMeaPAbQuYfM7ABe3+4lEZFBEviMieRF5VESuWOTtYyJyr4jsafdzEBFRsLX2fA2kdPb4aRhIRbnHj4iIFtXW7RwAbDHG/G/z36b538oS3h8APtV8nzUAzgPwQxHZZozZPs/bvwvAYQB2XS5nllQq2JfX1sT2etheV5D7t8510zrHT6N9fyrGPX4I9navje31sL0eG9u3u8fvHhF5xqyXPRXAXe28s4ikAbwQwPuMMTljzE0Avo95rhwqIscDeAWAj7a5PiIiImSbe75aNzYPgv5UlFf1JCKiRbU7+L0TwJdF5FoASRH5NIBr4OyVa8cpAGrGmAdmvGwbgDPneftPAvhrAPYdPDtLoVDQXkJgsb0ettcV5P5jrT1+aZ09fhrtB1IxXtUTwd7utbG9HrbXY2P7tg7VNMb8VkTOhXNxl88D2A3gYmNMu+ffZQBMznpZFnMcxikiLwAQNsZ8R0SetNAHFZGrAFwFABs3bkSpVEKlUkGl4vwATKfTqNVqKJfL0883Go3pkzFbu2hbX7hkMolQKIR8Pg8AiMfjiEQi08/HYjHEYjHkcrnp5+PxOHK5HIwxiEajiMfjKBQKaDQaiEQiqFQqGBsbQ6PRQCgUQiqVQqlUQq1Wm36+XC6jWq1CRJDJZFAul6cfQyaT8dxjSiQS0897+TFls1nfPSZbvk7ZbNZ3j8mmr1OhUMDIyIivHlO7X6e9I1nEwoJQvYKRkYmuP6ZsNtv1bS8hdYznKyiVStZ8ndzY9nK5HDKZjK8eky1fp0qlMv09xy+PyZavU+t3HT89Jlu+Ttls1pOPaSFijFnwDeZ9R5GzAfytMebFbbzt+QBuNsakZrzsnQCeZIx57oyXpQH8AcCzjDEPNge/LxljFr1txEUXXWS2bt265Mfhtnw+b+V9PvyA7fWwva4g93/XN7fhxgdH8Nu/forK59do/6//+yD++acP4IEPPROxSNt3afKdIG/32theD9vr8Wp7EbnNGHPRXK9b8CeEiKRE5IMi8gMR+WcR6RWRE0TkOwB+A+BQm2t4AEBERE6e8bJzAcy+sMvJALYAuFFEDgC4HsA6ETkgIlva/FyestjkTe5hez1sryvI/ccLFbXDPAGd9q0rmE4Ug324Z5C3e21sr4ft9djYfrEVfwrAcwHcA+diLt8G8Cs4A9sWY8xb2vkkxpg8nCHuAyKSFpFLATwPwBdnvendADbBuerneQBeD+Bg89+72/lcXtPadUvdx/Z62F5XkPuP5SsYVLp5O6DTvnXPwqBf4CXI2702ttfD9npsbL/YOX7PAHCeMeaQiHwSwC4AlxtjblzG53oznPMDDwEYBfAmY8x2EbkMwI+MMRljTA3AgdY7iMgYgIYx5sCcH5GIiGiG8UIV6/uT2svoqtatK8bzwd7jR0REC1ts8MsYYw4BgDFmj4jkljn0wRgzBuD5c7z8RjgXf5nrfX4JYNHz+7wsHo9rLyGw2F4P2+sKcn9nj5/eoZ4a7fubh3oG/SbuQd7utbG9HrbXY2P7xQa/iIg8GYC0XjD7eWPMz11amy9EIku5xz11EtvrYXtdQe1fqzeQLVbVbt4O6LRvndMY9Ju4B3W79wK218P2emxsv9iKD8E5PLNldNbzBsAJnV6Un+TzeSSTwTrsyCvYXg/b6wpq/4mis8dLc4+fRvsB7vEDENzt3gvYXg/b67Gx/YKDnzFmS5fWQUREtCKtc9w0Bz8NqVgEiWiIN3EnIqIF2XcdUsvEYsH6BcRL2F4P2+sKav8xDwx+Wu0HUzGM5oI9+AV1u/cCttfD9npsbM/Bz2U2bhR+wfZ62F5XUPu39nhpnuOn1X4gHQv8Hr+gbvdewPZ62F6Pje05+Lksl8tpLyGw2F4P2+sKav+xvP45flrtB9Ox6T2eQRXU7d4L2F4P2+uxsT0HPyIi8oXWHq/W7Q2ChIMfEREthoOfy2zcDewXbK+H7XUFtf9YvoJ0LIxENKy2BrVDPVOxwN/APajbvRewvR6212Njew5+LrPx5o5+wfZ62F5XUPuP5yvT97TTotV+KB3DVLmGSq2h8vm9IKjbvRewvR6212Njew5+LrPx+F+/YHs9bK8rqP3HChX1WzlotW8NvEG+wEtQt3svYHs9bK/HxvYc/FxmjNFeQmCxvR621xXU/uP5iuoVPQG99q2BN8jn+QV1u/cCttfD9npsbM/Bz2XRaPAuMuAVbK+H7XUFtb8X9vhptW897iCf5xfU7d4L2F4P2+uxsT0HP5fZePyvX7C9HrbXFdT+4/mq+h4/rfatwW80wINfULd7L2B7PWyvx8b2HPxcVigUtJcQWGyvh+11BbF/uVZHrlzDYFr3L7Ba7VsDb5DP8Qvidu8VbK+H7fXY2J6Dn8sajeBeYU0b2+the11B7D9RcG7ern1VT632A817Fwb5HL8gbvdewfZ62F6Pje05+LksEoloLyGw2F4P2+sKYv/WwDOofKinVvtIOIS+ZDTQg18Qt3uvYHs9bK/HxvYc/FyWSCS0lxBYbK+H7XUFsX/roibae/w02w+mY4Ee/IK43XsF2+thez02tufg5zIbj//1C7bXw/a6gth/rHlum/ZVPTXbD6ZjPMePVLC9HrbXY2N7Dn4us/H4X79gez1sryuI/af3+Ckf6qnZfiAVw2guuINfELd7r2B7PWyvx8b2HPxcFgoxsRa218P2uoLYfyzvXNylP6V7VU/N9oPpaKD3+AVxu/cKttfD9npsbG/fii2TSqW0lxBYbK+H7XUFsf94oYLeRATRsO6PNc32A+kYxvNVGGPU1qApiNu9V7C9HrbXY2N7Dn4uK5VK2ksILLbXw/a6gth/LF9RP78P0G0/lI6hUm8gV66prUFTELd7r2B7PWyvx8b2HPxcVqsF8wewF7C9HrbXFcT+44WK+hU9Ad320zdxbx72GjRB3O69gu31sL0eG9tz8HOZjcf/+gXb62F7XUHsP5avqN/DD9A+x895/GMBPc8viNu9V7C9HrbXY2N7+1ZsGRuP//ULttfD9rqC2H887409fprtpwe/fFltDZqCuN17BdvrYXs9Nrbn4OeycjmYP4C9gO31sL2uIPYfK3jjHD/N9kcGv2Ae6hnE7d4r2F4P2+uxsT0HP5dVq8H8AewFbK+H7XUFrX+xUkep2lC/hx+g2761x7N1T8OgCdp27yVsr4ft9djYnoOfy0REewmBxfZ62F5X0Pq3zmkbTOveww/Qbd8TjyAaFowGdPAL2nbvJWyvh+312Nieg5/LMpmM9hICi+31sL2uoPVv7eHywh4/zfYigoFULLB7/IK23XsJ2+thez02tufg5zIbj//1C7bXw/a6gtZ/LN/a46c/+Gm3H0zHAntVT+32Qcb2ethej43tOfi5rFIJ5g9gL2B7PWyvK2j9x5uDjheu6qndfjAdmx6Eg0a7fZCxvR6212Njew5+RERktek9fh441FPbQDq4h3oSEdHCOPi5zMbjf/2C7fWwva6g9R/LVxASoC+pf3EX7faDqeAe6qndPsjYXg/b67GxPQc/l9m4G9gv2F4P2+sKWv+RXAWD6ThCIf0rrGm3H0zHkC1WUas3VNehQbt9kLG9HrbXY2N7Dn4us3Gj8Au218P2uoLWfyxfxpAHzu8D9NsPpmMwBpgo2nd/qZXSbh9kbK+H7fXY2J6DHxERWW00V8FQxhuDn7ag38SdiIjmx8HPZel0WnsJgcX2etheV9D6j+YrGMrEtZcBQL99a89nEK/sqd0+yNheD9vrsbE9Bz+X1Wo17SUEFtvrYXtdQes/mvPOoZ7a7Vs3sQ/i4KfdPsjYXg/b67GxPQc/l9l4c0e/YHs9bK8rSP0rtQYmSzXPDH7a7Vs3sQ/ilT212wcZ2+thez02tufgR0RE1pq+hx/P8QMADKSdW1qM5oI3+BER0cI4+LnMxuN//YLt9bC9riD1H807f3EdSvMcPwCIR8LoSUQCeaindvsgY3s9bK/HxvYc/FzWaATvXkpewfZ62F5XkPq39mwNe2SPnxfaD2fiGMnZdwjSSnmhfVCxvR6212Njew5+LisWi9pLCCy218P2uoLUv7XHb9Aj5/h5of1QOhbIQz290D6o2F4P2+uxsT0HPyIislZrwPHK7Ry8YCgTmx6IiYiIWjj4uSyVSmkvIbDYXg/b6wpS/9F8BdGwoDcR0V4KAG+0H8rEA7nHzwvtg4rt9bC9Hhvbc/AjIiJrjebKGEzHICLaS/GM4XQMY4UK6g2jvRQiIvIQDn4uKxQK2ksILLbXw/a6gtR/LF/xzBU9AW+0H8rEYQwwHrB7+XmhfVCxvR6212Njew5+RERkrZFcBUMeuaKnVww3z3cM4uGeREQ0Pw5+Lksmk9pLCCy218P2uoLUfzRfxpBHrugJeKN9axAeDdgtHbzQPqjYXg/b67GxPQc/l4VCTKyF7fWwva4g9R/LVTx1RU8vtG/d0/BwwAY/L7QPKrbXw/Z6bGxv34otk8/ntZcQWGyvh+11BaV/sVJHvlL3zD38AG+0b53zGLRDPb3QPqjYXg/b67GxPQc/IiKyUutedcM8x+8ofckowiHhvfyIiOgoHPxcFo975xCkoGF7PWyvKyj9x/LNm7d76KqeXmgfCgkG07HA7fHzQvugYns9bK/HxvYc/FwWiXjjpsJBxPZ62F5XUPq3BptBD+3x80r7oXQMIwEb/LzSPojYXg/b67GxPQc/l9l4/K9fsL0ettcVlP4jzYuXDHtoj59X2g9n4oE71NMr7YOI7fWwvR4b23PwIyIiK7UO9fTSHj+vGMoE71BPIiJaGAc/l8Vi/IVEC9vrYXtdQek/mq8gHgkhHQtrL2WaV9oPpeOBu4+fV9oHEdvrYXs9Nrbn4OcyGzcKv2B7PWyvKyj9R3JlDGfiEBHtpUzzSvuhTAz5Sh3FSl17KV3jlfZBxPZ62F6Pje05+Lksl8tpLyGw2F4P2+sKSv+xfMVT9/ADvNO+dYuLIJ3n55X2QcT2ethej43tOfgREZGVRnMVDPH8vjkF9SbuREQ0Pw5+LrNxN7BfsL0ettcVlP6jubKn7uEHeKf9cI/TZSRA5/l5pX0Qsb0ettdjY3sOfi6z8eaOfsH2etheVxD6G2MwmvfeHj+vtB9qHgIbpD1+XmkfRGyvh+312Nieg5/LbDz+1y/YXg/b6wpC/3yljnKtwXP85tEaiEd4jh91AdvrYXs9Nrbn4OcyY4z2EgKL7fWwva4g9D885Qw0qzLe+ourV9qnYhGkYuFA7fHzSvsgYns9bK/HxvYc/FwWjUa1lxBYbK+H7XUFoX/r3LVVPd4a/LzU3rmJe3D2+HmpfdCwvR6212Njew5+LrPx+F+/YHs9bK8rCP2n9/h5bPDzUvuhdByj+eDs8fNS+6Bhez1sr8fG9hz8XFYoFLSXEFhsr4ftdQWhf2vwG/bYoZ5eaj+ciWEkQId6eql90LC9HrbXY2N7Dn4uazQa2ksILLbXw/a6gtD/8FQZIYHnLu7ipfZD6XigDvX0UvugYXs9bK/HxvYc/FwWiUS0lxBYbK+H7XUFof9IroyhTBzhkGgv5Sheaj+UiWEsX0GjYd8FCJbDS+2Dhu31sL0eG9tz8HNZIpHQXkJgsb0ettcVhP6Hp8qeu6In4K32Q5k4ag2DiWJVeyld4aX2QcP2ethej43tOfi5zMbjf/2C7fWwva4g9D+cK2PYYxd2AbzVfnWzz0hADvf0UvugYXs9bK/HxvYc/Fxm4/G/fsH2etheVxD6j3h0j5+X2reueNq6EI7feal90LC9HrbXY2N7Dn4uC4WYWAvb62F7XX7vb4zB4VzZc7dyALzVvtXn0FRJeSXd4aX2QcP2ethej43t7VuxZVKplPYSAovt9bC9Lr/3zxarqNYNhjPeuqIn4K32qwO2x89L7YOG7fWwvR4b23Pwc1mpFIy/tHoR2+the11+7986Z82Le/y81D4TjyARDQVm8PNS+6Bhez1sr8fG9hz8XFar1bSXEFhsr4ftdfm9/6Ep7w5+XmovIljVE5/u5Xdeah80bK+H7fXY2J6Dn8tsPP7XL9heD9vr8nv/1h6s1R4c/LzWfnVPIjB7/LzWPkjYXg/b67GxvX0rtoyNx//6BdvrYXtdfu8/kqsAAIY9eFVPr7VflYkHZvDzWvsgYXs9bK/HxvYc/FxWLgfjB64Xsb0ettfl9/6Hp8qIhgV9yaj2Uo7htfZBOtTTa+2DhO31sL0eG9tz8HNZtVrVXkJgsb0ettfl9/6Hm/fwExHtpRzDa+1X98SRLVZRrtW1l+I6r7UPErbXw/Z6bGzPwc9lXvzFJCjYXg/b6/J7/5FcGcMePL8P8F771gVwWofH+pnX2gcJ2+thez02tufg57JMJqO9hMBiez1sr8vv/Vt7/LzIa+2nb+I+ad9lx5fKa+2DhO31sL0eG9tz8HOZjcf/+gXb62F7XX7vfzhX9uStHADvtV/dkwAQjJu4e619kLC9HrbXY2N7Dn4uq1T8f3iNV7G9HrbX5ef+9YbBWL7i2cHPa+1bnQ7n7PsFZam81j5I2F4P2+uxsT0HPyIissZ4oYJ6w3jyVg5eNJSJQQQ4NOn/wY+IiBbGwc9lNh7/6xdsr4ftdfm5f+uQRa/u8fNa+2g4hMFULBB7/LzWPkjYXg/b67GxPQc/l9m4G9gv2F4P2+vyc/+RnLcHPy+2X9UTjJu4e7F9ULC9HrbXY2N7Dn4us3Gj8Au218P2uvzcv3XIolcP9fRiew5+5Da218P2emxsz8GPiIiscXDKuS3Bml5vDn5eFJTBj4iIFta1wU9EBkXkOyKSF5FHReSKed7uXSJyt4hMicgOEXlXt9bohnQ6rb2EwGJ7PWyvy8/9D02W0ZOIIBWLaC9lTl5s3xr8jDHaS3GVF9sHBdvrYXs9Nrbv5k/OTwGoAFgD4DwAPxSRbcaY7bPeTgC8EsCdAE4E8BMR2W2M+VoX19oxtVpNewmBxfZ62F6Xn/sfnCxhTW9Cexnz8mL7VZk4KvUGJos19KWi2stxjRfbBwXb62F7PTa278oePxFJA3ghgPcZY3LGmJsAfB/AlbPf1hjzMWPM7caYmjHmfgDfA3BpN9bpBhtv7ugXbK+H7XX5ub8z+Hn3ME8vtl/dHJQPNQ+T9Ssvtg8KttfD9npsbN+tQz1PAVAzxjww42XbAJy50DuJiAC4DMDsvYJERBRAByfLWNPj3T1+XrSqeSEcnudHRBRs3TrUMwNgctbLsgB6Fnm/q+EMp1+Y65UichWAqwBg48aNKJVKqFQq01fZSafTqNVq0xN5Op1Go9FAsVgEAKRSKQBAoVAAACSTSYRCIeTzeQBAPB5HJBKZfj4WiyEWiyGXy00/H4/HkcvlYIxBNBpFPB5HoVBAo9FAJBJBJBLB2NgYGo0GQqEQUqkUSqUSarXa9PPlchnVahUigkwmg3K5PP0YMpmM5x5TIpGYft7Lj6lcLmNkZMRXj8mWr1O5XEY+n/fVY7Lp6wQAIyMjvnpMtVoNxVIJBydLGEo56/PiYyqXyxgdHfXUthetOx9j71gOY2Mh3/7/VK/XUSqVfPWYbPk6RSKR6e85fnlMtnydWr/r+Okx2fJ1KpfLKBaLnntMC5FunOwtIucDuNkYk5rxsncCeJIx5rnzvM9bAbwTwGXGmD2LfY6LLrrIbN26tVNL7ph8Pm/lyZ9+wPZ62F6XX/uP5sq48EM/w9XPPQOvvvR47eXMyYvtc+Uaznr/DXjPM0/DGy8/UXs5rvFi+6Bgez1sr8er7UXkNmPMRXO9rluHej4AICIiJ8942bmY5xBOEXktgPcAeEo7Q5+XtSZ+6j6218P2uvza/2DzHn5evriLF9tn4hFk4hEcyPr7HD8vtg8KttfD9npsbN+Vwc8YkwdwPYAPiEhaRC4F8DwAX5z9tiLycgAfAfA0Y8wj3VgfERF5X+sefqs9PPh51ZreOA5O+nvwIyKihXXzBu5vBpAEcAjAVwG8yRizXUQuE5HcjLf7EIAhAL8XkVzz6T+7uM6Oah3bS93H9nrYXpdf+x+a9P7N273afm1fAgd8Pvh5tX0QsL0ettdjY/uu3cfPGDMG4PlzvPxGOBd/aT3vzRM3iIhIVetQz1U93h38vGptbxK/eXhEexlERKSom3v8Aql1FR/qPrbXw/a6/Nr/4GQJg+kY4pGw9lLm5dX2a/viODhVRr3h/gXdtHi1fRCwvR6212Njew5+RERkhYOTZazm3r5lWdubQL1hMJrjvfyIiIKKg5/Lksmk9hICi+31sL0uv/Y/NFXy9BU9Ae+2b3Xz83l+Xm0fBGyvh+312Nieg5/LFruRIrmH7fWwvS6/9j+QLXn6wi6Ad9uv7WsOfj6+pYNX2wcB2+thez02trdvxZbJ5/PaSwgsttfD9rr82L9Wb2AkV/b8Hj+vtl/b7ObnWzp4tX0QsL0ettdjY3sOfkRE5Hmj+Qoaxts3b/eyoUwc4ZD4+lBPIiJaGAc/l8Xj3j4syc/YXg/b6/Jj/4PT9/Dz9uDn1fbhkGB1TxwHsv69uItX2wcB2+thez02tufg57JIpGu3SqRZ2F4P2+vyY//WPfy8flVPL7df05vw9aGeXm7vd2yvh+312Nieg5/LbDz+1y/YXg/b6/Jj//3ZIgBgXb+39/h5uf3a3oSvD/X0cnu/Y3s9bK/HxvYc/IiIyPP2TZQQDQuG097e4+dla/sSOOjjq3oSEdHCOPi5LBaLaS8hsNheD9vr8mP//dki1vYlEAqJ9lIW5OX2a/sSmCrXkC/XtJfiCi+39zu218P2emxsz8HPZTZuFH7B9nrYXpcf+++bKGJdn/dvluvl9mt9fhN3L7f3O7bXw/Z6bGzPwc9luVxOewmBxfZ62F6XH/vvmyhhfZ+3z+8DvN2+dUVUvx7u6eX2fsf2ethej43tOfgREZGn1RsGBydLWNfv/T1+Xra2z997/IiIaGEc/Fxm425gv2B7PWyvy2/9R3Jl1BrGij1+Xm7fOtRzv0/3+Hm5vd+xvR6212Njew5+LrPx5o5+wfZ62F6X3/rvm2jeysGCc/y83D4ZC2MgFZ3u6Tdebu93bK+H7fXY2J6Dn8tsPP7XL9heD9vr8lv/1h4qr9/DD/B++w0DSd8Ofl5v72dsr4ft9djYnoOfy4wx2ksILLbXw/a6/Na/Naist2CPn9fbr+9LYq9PBz+vt/czttfD9npsbM/Bz2XRaFR7CYHF9nrYXpff+u/PlpCIhtCf8v7j8nr7DQNJ7B0vWvkLy2K83t7P2F4P2+uxsT0HP5fZePyvX7C9HrbX5bf++7NFrO9LQsTbN28HvN9+Q38S+Uodk0X/3cTd6+39jO31sL0eG9tz8HNZoVDQXkJgsb0ettflt/77JkpWnN8HeL/9huYtMfZMeHudy+H19n7G9nrYXo+N7Tn4uazRaGgvIbDYXg/b6/Jb//3ZohVX9AS83359c/DbN+G/Wzp4vb2fsb0ettdjY3sOfi6LRCLaSwgsttfD9rr81L9ab+DQVNmKe/gB3m+/YcAZ/PaO2/eX6sV4vb2fsb0ettdjY3sOfi5LJOz4ZcWP2F4P2+vyU/+DkyUYA6zrt2OPn9fbD6VjiEdC2OfDm7h7vb2fsb0ettdjY3sOfi6z8fhfv2B7PWyvy0/994w7tx7YYMng5/X2IoIN/c6VPf3G6+39jO31sL0eG9tz8HOZjcf/+gXb62F7XX7q3xr8Ng2mlFfSHhvar+/35738bGjvV2yvh+312Nieg5/LQiEm1sL2ethel5/67x4rQARYb8lVPW1ov8Gng58N7f2K7fWwvR4b29u3YsukUnb8ldqP2F4P2+vyU/8940Ws6UkgHglrL6UtNrRf35/E4akyyrW69lI6yob2fsX2ethej43tOfi5rFTy3wn0tmB7PWyvy0/9d48XsHHAjvP7ADvat67sud9nt3Swob1fsb0ettdjY3sOfi6r1WraSwgsttfD9rr81H/veNGa8/sAO9q3Dpvd57PDPW1o71dsr4ft9djYnoOfy2w8/tcv2F4P2+vyS/9qvYH92aJVe/xsaL+x3xmk9/hs8LOhvV+xvR6212Nje/tWbBkbj//1C7bXw/a6/NJ//0QJDQNsGrDn8djQfm1fAiEB9ozZdynyhdjQ3q/YXg/b67GxPQc/l5XLZe0lBBbb62F7XX7pv3vcGUw2Dtqzx8+G9rFICOv6ktjls8HPhvZ+xfZ62F6Pje05+LmsWq1qLyGw2F4P2+vyS/89zcHPpj1+trQ/biiFR302+NnS3o/YXg/b67GxPQc/l4mI9hICi+31sL0uv/TfPVZEOCRY12fHPfwAe9pvHkxht88GP1va+xHb62F7PTa25+Dnskwmo72EwGJ7PWyvyy/994wXsLY3gUjYnh9VtrTfPJTCSK6CXNm+q9LNx5b2fsT2ethej43t7flpaikbj//1C7bXw/a6/NJ/93gRmyw6vw+wp/1xg2kAwK5R/+z1s6W9H7G9HrbXY2N7Dn4uq1Qq2ksILLbXw/a6/NJ/z3gBGy06vw+wp/3m5r0R/XSBF1va+xHb62F7PTa25+BHRESeU6zUcXCyPD2gUGdtHmoNfnnllRARUbdw8HOZjcf/+gXb62F7XX7o/2hzINkynFZeydLY0r4vGUV/KopHfXSopy3t/Yjt9bC9Hhvbc/BzmY27gf2C7fWwvS4/9N854gx+xw/ZNfjZ1H7zYIqHelJHsL0ettdjY3sOfi6zcaPwC7bXw/a6/NB/x4gzkBw3bNehnja15+BHncL2ethej43tOfgREZHn7BzJYygdQ28iqr0U3zpuKIW940XU6g3tpRARURdw8HNZOm3XYUp+wvZ62F6XH/rvGM1bd34fYFf7zYMp1BoG+7Ml7aV0hE3t/Ybt9bC9Hhvbc/BzWa3mn5vj2obt9bC9Lj/03zmSxxbLzu8D7Gq/uXkvv52j/riyp03t/Ybt9bC9Hhvbc/BzmY03d/QLttfD9rps71+o1HBoqozjLTu/D7Cr/YmrnMFvx4g/Bj+b2vsN2+thez02tufgR0REnrKzeWEXGw/1tMmqnjgy8QgePpTTXgoREXUBBz+X2Xj8r1+wvR6212V7/9ahhzYe6mlTexHBiavSePiwP/b42dTeb9heD9vrsbE9Bz+XNRq8WpoWttfD9rps79869NDGPX62tT9xVQYPH/bHHj/b2vsJ2+thez02tufg57Jisai9hMBiez1sr8v2/jtH8tOHIdrGtvYnrEpjf7aEfNm+ixTMZlt7P2F7PWyvx8b2HPyIiMhTHjqcm77wCLnrxFUZAP65wAsREc2Pg5/LUin7rkrnF2yvh+112dzfGIOHDuZwypoe7aUsi23tT1ztDH5+ONzTtvZ+wvZ62F6Pje05+BERkWccnCxjqlzDyc2BhNx13FAKIQGv7ElEFAAc/FxWKBS0lxBYbK+H7XXZ3P+Bg1MAgJNW27nHz7b28UgYmwZTeNgHh3ra1t5P2F4P2+uxsT0HPyIi8owHm3ueTl7DPX7dcuKqDPf4EREFAAc/lyWTSe0lBBbb62F7XTb3f+jQFAZSUQylY9pLWRYb25+4Ko1HRvKo1e27NPlMNrb3C7bXw/Z6bGzPwc9loRATa2F7PWyvy+b+Dx7M4eQ1PRAR7aUsi43tT13bi0qtgZ2j9h22NJON7f2C7fWwvR4b29u3Ysvk8/afN2ErttfD9rps7W+MwYOHclZf2MXG9qetdc6nvP/AlPJKVsbG9n7B9nrYXo+N7Tn4ERGRJxzOlZEtVq0e/Gx00uoMwiHBfQcmtZdCREQu4uDnsng8rr2EwGJ7PWyvy9b+9+539jidstbOK3oCdrZPRMM4YTg93d9WNrb3C7bXw/Z6bGzPwc9lkUhEewmBxfZ62F6Xrf3v2efscTpzXZ/ySpbP1vanru2xfo+fre39gO31sL0eG9tz8HOZjcf/+gXb62F7Xbb2374viw39SfSlotpLWTZb25++rhd7xouYKlW1l7Jstrb3A7bXw/Z6bGzPwY+IiDzhnv2TOHN9r/YyAql1gZcHDtp9uCcREc2Pg5/LYjE770XlB2yvh+112dg/X65hx0geZ1g++NnYHgBOW+d0v8fi8/xsbe8HbK+H7fXY2J6Dn8ts3Cj8gu31sL0uG/vfd2ASxgBnrrf3/D7AzvYAsL4vgf5UFHfvyWovZdlsbe8HbK+H7fXY2J6Dn8tyuZz2EgKL7fWwvS4b+7cu7GL7Hj8b2wOAiOCcjf3YtmdCeynLZmt7P2B7PWyvx8b2HPyIiEjd9n2T6E9Fsb4vob2UwDp3Yx8ePJRDsVLXXgoREbmAg5/LbNwN7Bdsr4ftddnYf9ueLM7e0AcR0V7KitjYvuWcjf2oNwy277PzcE+b29uO7fWwvR4b23Pwc5mNN3f0C7bXw/a6bOufK9dw/4FJnL95QHspK2Zb+5nO3eicX/mH3RO6C1kmm9vbju31sL0eG9vbd+dBy+RyOSs3DD9gez1sr2tmf2MMtj46ju/9YS+27hzHvokiag2Dtb0JXHjcAJ59zjpcfsoq1T1td+6ZQMMA52/uV1tDp9i87a/uTWBdXwJ3euACL7vHCvjWbXtw80MjePhwDsVqHUPpOE5f14unnr4azz13PdLxo3+Fsbm97dheD9vrsbE9Bz+XGWO0lxBYbK+H7XW1+v/2kVF8+If34q69WaRiYVy0ZRCXHD+IcCiE3eMF3LD9AL552x6ctrYHf/cnZ+KSE4ZU1nvHrgkAwAWb7N/jZ/u2f87GPtypeIGX0VwZH//pA/jarbtgAJy3qR/POnsdUrEwDk2Vcduj4/jZvQfxkf+5F2+47ARcdfkJiEfCAOxvbzO218P2emxsz8HPZdFoVHsJgcX2etheV9WE8Jff3IZv3bYH6/sS+Oifno3nnbceqdjR3/IrtQb++859+OefPoCX/tdv8YbLjsf//ePTEAl39yyAO3aN48RVafSl7N9ubN/2z9s0gBu2H8RIrozhTHf/kv2bh0fx9q/dgbF8Ba983BZc9cQTsL4/edTbGGNw+64J/OevHsbHf/oArr9jLz7+knNxweYB69vbjO31sL0eG9vzHD+X2bYL2E/YXg/b63nw4BReds02fPv2PXjLk0/Ez//ySXjZxZuPGfoAIBYJ4U8v2Iif/vnluPKxx+EzN+7Aa675PfLlWtfW2/pF3g/n9wH2b/sXHz8IALh1x1hXP+83fr8bL//sb9GTiOC/3/YEXP0nZx4z9AHObScuPG4An3nlRbjutRejWm/gJf/5G3zh5h1WXmjBL2zf7m3G9npsbM/Bz2WFQkF7CYHF9nrYXsctD4/gT//jFuRKVXzl9Y/Fu55xGhLR8KLvl4yF8cHnn4WPvfAc3PLwKF71+VsxVap2YcXAw4fzGMtXcNFx/hj8bN/2z9nYh2Q0jN89Mtq1z/mFm3fg3d++E5eeNIzvv/UJOH1de/dyfOIpq/DDt12GJ526Gn/3g3vwt9/bjnrDvkOv/MD27d5mbK/HxvYc/FzWaDS0lxBYbK+H7bvvv+/ch1d9/las6U3gC1eciceduPTz9V7ymE345MvOxx92T+D1125Fueb+/dxueXgEAPD4E4dd/1zdYPu2Hw2HcOFxA/hdl/b4fWPrbvzdD+7B089Yg8++6iJk4ks7A6UvFcVnXnkh3nj5ifjmHw7iLV++HaUq70PYbbZv9zZjez02tufg57JIhKdRamF7PWzfXTdsP4B3fO0POG9TP779xsdj01B62R/rWWevw8dfci5+t2MM7/rmnWi4vAfl5odGsKE/iU2Dxx7WZyM/bPuXHD+I+w5MYaJQcfXz/PqBw/jr6+/CE04axr9dccH0RVqWSkTwnmeehnc95Xj8ePsBvOlLt3XljxZ0hB+2e1uxvR4b23Pwc1kikdBeQmCxvR62755fPXAYb/vKHTh7Qx++8JqL0ZeKrrj/887bgHf/8an4/rZ9+MT/PtihlR6r3jD47SNjuPSkIetv3N7ih22/dXVXN/f6PXQohzd96TactDqD/3jFBYhFVv7ryOsuOwEfecHZ+MX9h/GWL9+BSs2+v8bbyg/bva3YXo+N7Tn4uczG43/9gu31sH13/PaRUVx13VactDqDa19z8fRhcp3o/6bLT8SLLtyIf/3fB/GL+w+t+OPN5Z59k8gWq745zBPwx7Z/3qZ+ZOIR/PL+w658/FK1jrd+5XbEo2F84TWPQU+iM1fGKxQKuOKSzfjg887Ez+49iLd99XZU6xz+usEP272t2F6Pje05+LnMxuN//YLt9bC9++7YNY7XXfN7bBpM4Yuvu/ioWyF0or+I4EPPPwunr+vFn3/9D9gz3vkfcL9+0BksHr+M8xG9yg/bfiwSwhNOGsYv7z/kyn2qPvjf9+C+A1P4+EvOxbq+zh3i22p/5eO24P3PPQM3bD+Iv/jGNl7wpQv8sN3biu312Nieg5/LQiEm1sL2etjeXffsm8SrPn8rhjJxfOl1l2Bo1v3WOtU/EQ3jP15+Aep1g7d8+faOnzf103sO4pyNfVjda9/hMvPxy7b/R6etxv5sCffun+rox/3hnfvx5d/twv954gl48qmrO/qxZ7Z/zaXH4z3PPA0/2LYP7/m2++eqBp1ftnsbsb0eG9vbt2LLpFIp7SUEFtvrYXv3PHRoCld+7ndIxyP48usvwdq+Y4emTvbfMpzGP774XGzbk8Xf/+i+jn3cQ5Ml/GH3BJ52+pqOfUwv8Mu2/6TTVgEAfn7fwY59zF2jBbzn23fivE39+MtnnNqxj9syu/0bLz8Rb3/KyfjmbXtw9Q+2u7L3khx+2e5txPZ6bGzPwc9lpVJJewmBxfZ62N4du0YLePlnfwcRwZdffwk2Dc79Q6fT/f/4rLV49eO34As378QN2w905GP+7F7nvMGnn7m2Ix/PK/yy7a/uSeCcjX34yT2dGfwqtQbe9tXbAQE++bLzEQ13/tePudr/+VNPxlVPPAHX/eZR/P2P7uPw5xK/bPc2Yns9Nrbn4OeyWq2mvYTAYns9bN95e8YLeNlnfotyrYEvvf5inLAqM+/butH/r551Gs7e0Id3fXMbdo+t/Hy/H961D8cNpXDKmvkfh438tO0/55x1uHNPFjtG8iv+WB/78X3YtieLf3zROfP+wWKl5movIvirZ56GKx97HD7960fw/1y8Sm2Q+Wm7tw3b67GxPQc/l9l4/K9fsL0etu+sA9kSrvjM7zBZquKLr70Ep63tXfDt3egfj4TxqSsugDHA2766skvl750o4paHR/GC8zf45jYOLX7a9v/k3A0QAb57x94VfZyf33cQn71pB6587HH447PWdWh1x5qvvYjg7/7kTLzowo34xM8exKd/9bBrawgqP233tmF7PTa2t+/Og5ax8fhfv2B7PV5qX6rWcf+BKWzfN4kHDk7h0FQJI1MVVJtX48rEI1jdk8DGgSTOXN+Lczb2z3nenJZDUyVc8ZnfYixfwRdfdzHO3ti36Pu41X/zUAr/8KJz8OYv346P/fg+vPc5Zyzr41x/2x4YA7zwgo0dXqE+L237K7W2L4HHnTCE7/5hL97xlJMRCi19SN83UcQ7v7ENp6/rxd88+3QXVnnEQu1DIcE/vPAclKp1fPRH9yEZC+OVj9vi6nqWolyr4w+7JnDfgSk8fDiHfRNFTJVqKFbriEdCSMUiWNubwJbhNE5ancEFm/uPuaiTJj9t97Zhez02tufg57JyuWzlDR79gO31aLffMZLH/957EL964DB+t2Nseu9UOhbGmr4EVmXi0/e8myrV8NChERycLKF14b8TV6XxR6etxjPOXIsLjxtQ2yu1d6KIKz/3OxyYLOHa116M8zcPtPV+bvZ/1tnrcOVjj8Nnb9qBx54whKeesbSLs9QbBt+4bTcuOX7QtUP+NGlv+5320sdswju+9gf86oHDePJpS7sKZ7XewFu/cjsqtQY+dcX5SETDLq3SsVj7cEjwLy89D+VaA3/7ve1IRMJ4yWM2ubqmhRyeKuNHd+/HDdsPYOvOcZSb36d64hFsHEyhNxHBYDqGcrWB8UIF2/dlMZKrTL//CavSeOLJq/D0M9fg4i2DiLhw3mS7/Lbd24Tt9djYnoOfy6rVqvYSAovt9Wi0PzxVxn/fuQ/fvWMvtu3JAgBOWp3BKy45DhcfP4Az1/dh40By3iGuWKnjnv2TuGPXOH71wGFce8uj+MyNO3D8cBovunAjXnThRqzp4m0HHjw4hSs/dyvylRqufe3FeMyWwbbf1+3+f/Ps03Hbo+N45ze34X/ecRk29Ld/L7Yf330Au8eK+Jtnubv3R4vfvu886+x1+Oj/3IfP3vTIkge/f7zhfty+awKffNn5C56T2inttI+GQ/i3K87H66/dind/+05MFCt4w2UndO2PO/WGwc/vO4TrfrMTNz80goYBTl6dwSseexwee8IQzt3Yh1U98XnXM1Wq4r4DU9i6cxy37hjFV2/dhWtu2Yn+VBTPPGsdXnThRlywub/rf6zy23ZvE7bXY2N78csVri666CKzdetW7WUcY3R0FEND/rk5sU3YXk+32ldqDfzs3oP4xtbduPHBEdQbBmeu78ULzt+APz5rLTYOLH+PUq5cw4/u2o9v3bYHv9sxhmhY8Jxz1uN1TzgeZ21Y/HDLlbj5oRG85Su3IxoO4brXXozT1y18Tt9s3ei/YySP5/zrjTh1bQ++/n8e19ZVGhsNgz/51E3Il+v42V9cjvAyDh30Oj9+3/n3Xz6Ej/34fnzvLZfi3E39bb3Pj+/ejzd+6Xa84rGb8aHnn+3uApuW0r5UreOd39yGH965H1c+9ji8/7lnuLrHLFuo4utbd+G63zyKPeNFrOtL4IUXbMRzz12PU9f2LPvjFio1/PqBw/jx3Qdww/aDKFbrOGGV88eqPz1/Y9cOW/fjdm8Lttfj1fYicpsx5qI5X8fBz13lchnxuHeOww8Stj9iPF/BvfsnsWusgENTZRycLGE0V0GxWke5Vkel1kAkHEIyGkYqFkZ/KoZ1fQms7UtgY38SJ6/pwaqe9lu63f6Bg1P4+u934zt37MVYvoJ1fQn86QUb8PzzNuDkNcv/JWo+O0fyuPY3O/GN3+9GvlLHJccP4rVPOB5PPX1NR4cXYww+c+Mj+Psf3YcTV2Xw2VddhOOG0kv+ON3a9r+/bR/e/tU78JpLt+Bvn3PGonsZvnPHHvz517fhn158Ll50of/O7wP8+X1nqlTFk/7xlzhxdQZfv+qxi36dt+2ewEv/6zc4bW0vvnbVY10/xLNlqe0bDYN/+PF9+PSvH8FjTxjEJ156fscHpR0jeXz+ph341m17UKw63zte/fgteNoZazo+aObKNfzPnc4fq27dOYaQAJedvAovunAjnnbGGle/DktpX6jU8MjhPPaMF7FnvIA940Vki1VMlWqYKlVRbxiEQ4JwSJCMhjGYjmEwE8OqTBybBlM4fjiNzYOprm1XXufH7zm28Gp7Twx+IjII4HMAng5gBMBfGWO+MsfbCYC/B/D65os+C+A9ZpGFenXwm5ycRG/v0v5aT53RbvtStY5yrYFKrYFKvYFqrYFIWBALhxCLhBCPhJGIhqy4+mC9YbBzNI979082n6Zwz75JHJg8+l4zA6kohjNxpOIRxCMhxMIhVOsNlKp1FCp1jOUrGM1XjnqfoXQMp6zpwenrenH+5n6cv7kfG/rnPnTSje1+PF/Bj7cfwDe27sYduyYQDQuedsYavOSiTbjs5FVd2XuULVbxjd/vxjW37MTeiSI2DSbxqsdtwUseswm9ieiKPvbusQLec/2duPmhUTzr7LX4xxedi3R8eUfjd/P7ztXf345rbtmJdz3jVLzlySfN+3bj+Qqe8YlfY11fAt9586XLulCIDfz6Pf9Lv30U7/3u3fjHF52DF180/3lxDx3K4c/+67dIREP47lsuxXAXL0Cy3Pbfum0P3vfdu5GIhvDB55+FZ5+9bkXf740xuHXHGD5z4w78730HEQ2F8Pzz1+M1lx6/5L33y7VzJI/rb9+Db9++F3sniuhNRPDcc9fjxRdtwrkb+zr+82y+9pOlKrbtnsDdeydxz/5J3LPPuT1IY8ZvdJm4cy5jJh5BJh5BJCyoNwzqDTP982gsX0GlfuRKwiLAhv4kzljXizPX9+GsDc5/1/TOf5isl9QbBqVqHcVqHaVqHfWGQSQcQiQkiIQE8WgY6Vi4rcfi1+85NvBqe68Mfl+Fc/uI1wE4D8APATzeGLN91tv9HwB/AeApAAyAnwL4V2PMfy708b06+I2MjGB4eFh7GfNqNAymSjWMFyrIlWso1xqo1p0hqFpvoFp3/vLWGoQiIUE0EkJPPILeZBQ9iQiS0fa+OXXbwUOHgUQPDmRLODBZmv7vwdbzzX/nK/VFP1YsHMJAOorBdByD6ShW9ySwvj+BjQMpbOhPYsNAEhv6k139C+RUqYr7D0zh3v2TuGe/89/7D0yhWHUeTzgkOGlVBqevc4a109f14oRVaazqiSMeWXydpWodhybL2DVWwAMHp3D/gSncd3AK9x+YRKnq/ABe1RPH+Zv6cf7mAZy3qR9nbehFTyLase3+8FQZv7j/EH54537c/NAIag2Dk1dn8NLHbMILzt+gdlW7Wr2Bn9xzEF+4eQd+v3Mc6VgYL7pwI152yeZFb7UwW7ZQxWdufASfu2kHwiHBXz3rNFxx8eYV/T/Vze87jYbBX35zG66/Yy/e/pST8edPPfmYtVfrDbzhuq245aFRXP/mx7t+qKwmr3/PX656w+CKz/wWd+3N4vo3P37O7fzuvVm8+gu3AhB87arH4qTV3b1H40raP3w4h7d/9Q5s3zeJx584hPc88zScs7F/SR8jW6jie9v24uu/343t+yYxkIriyscehysft2VJR0x0UqNh8JtHRvGt2/bgR3fvR6nawEmrM3jmWWvxlNPX4JwNfR35I8zIyAgGB4fw0OEcbn90HHfsmsAdu8fx4KEcWr9mbuh3rpx8xvpenLqmB5sGU9g0kEJvMrLo9ztjDLLFKh4dLWDnaB47RvJ48FAO9+ybPOo+k0PpGM5ofg5nKOzF8cOZrh5WXq7VcTBbxt6JIvZni9g3UcS+bAn7JorYP+H8d6q8+P3fIiFBXzLqPKWiWNPjHIWzvj+BtX1J56ic3gQi1RzWrVna+bfdUG84X7PxQgXFypE/sLeOMgKASFgQEkEkFHL28MbC6ElE0BOPoCcR9fwf3b36/V598BORNIBxAGcZYx5ovuyLAPYaY94z621vAXCNMea/ms+/DsAbjDGPXehzeHHwu33XOH57/16sHepHOu5syOl4BJlEZPovW6k2/6KzGGMMcuUaJgpV56lYaf67gvHWywoVTDT/J2w9ny1Wj/rL23JEQoKeRKT5zSmGgVQU/cko+lMx9Df/PZCOoa/5Muf1MfQkIsv6gdNoGEwUqzg0VcLhqTIOT5VxcNI5fPFAtoT9zYHu8FQJ9VmPLRISrOlNYE1vHGv7EljTm8BwJo54JNR8CiMSFtTqBpXmAFyq1Z1vXvkKxvJVjOWdz3dgsoT6rHjDmRg29Cexvj951EC4YSCJjf3t/YCbqd4wODhZwt4J55CYBw7mcP8BZwjbO1Gcfru+ZPSoAe+Mdb04eU2mrQFvqar1Bu7bP4U7djd/uO8ax87RIzf0PmE4jVNWJXDRCatxxrpebB5KYV1fctEfvPWGwY6RHLbvm8Sde7K4+aER3HdgCgCwcSCJ55yzHs85Zx3OXN/rqR8Ed+3J4gu37MB/b9uPSr2Bk1dn8Oxz1uEJJw3j7I19c34NStU67tg1ge9v24sfbNuPXLmG55yzDn/1rNOXdKGU+XT7h1Gt3sBfXX8XvnnbHjzltNW4+k/OnL5i53i+gnd9axt+du8hfPgFZ+HllxzXtXVp8OovAp2wP1vE8z91M2p1g09ecT4ef6LzOCu1Bq77zU587Ib7MZSO4UuvvwQnduFiLrOttH2t3sBXb92Ff/rJA8gWq7j4+EG88IIN+KPT1sw5uBljsGe8iJseGsHP7zuEXz1wGJVaA6ev68XLL9mMF16wEcmYdw5HnCpV8T937ce3b9+LrTvH0DDAcCaOx504hPM2OUdxnLw6g542jl7Il2vYMZKf/oPjnbtGce/BwvRA05+K4vxN/bhg8wDO29yPczb0oy+1sqMi5pMr13Df/kls3zeJ7fuyuGf/JB44kJveQ5iIhnDaWmcYPGV1BpuHnIFz40BqyV+fcq3e/J2jhIOTZWeomygdNeAdniof835D6RjW9Sewvs/5/WAgFUMyFkIiGkYiEkY45OzlrDUMag3n6JtssfX7nPP72sHJMvZPFI/5Y7UAGO6JY31fAuv6ktPD4brmcLiuP4k1PfEVHVrcmDHEjRcqGM9XMVaoYDzv/I45nq9MP9/670SxipWOGOHm75e9ieiRITgZRe+Mf/enjn5d6/U98eX9jjlbuVbHVKmGyebhyJOl6vTzuVwOr/+j5d3WyE1eGPzOB3CzMSY142V/CeByY8xzZ71tFsDTjTG/az5/EYBfGGMWPHHHi4PfP95wHz71i4VvFCsCZGJHBsLWgBiLhCDN14sIWptuueZ8QyjVGihV6ijV6sg3B77aAhNcunne1kDaGbr6U87/LAMpZyAbSDmDWKx52F8s4jyFQ4JGA6g2GqjVDWr1Bsr1BnKl2vT/AK3/GSaK1eY3KmewHC9UMFWa/69aIcH05+5rDoitb0ytzbLeaCBfcR5jvlxDrlzHRKEy52PtiUewtnle2preBIZTEWwYymBtr/NXsTV9cQyn4x07xKxWb+DgVBl7xgrYO1HE3vGi898Z/y7Pusl1KhZGf/ObUm8iikwiglBziBFxhqrWeQ5TpRoOT5WPeqzRsODEVRmcsqYHp67twalrenDG+l6s60uoDkNj+Qru3DOBu/ZkcdfeLO7cM4EDk0d++MXCIazvT6C/uZ2lYxHUGqb5eKs4OFnGoakSqs1JPRYO4aItA3jCycO47KRVOGuDt4a9uYzmyvifuw/gB9v24dYdYwCAWCSETQPOD/p4JIxao4ED2RIeGcmjUmsgGQ3jWWevw+uecDzOWN+5w0VKpVLXLzFtjMEXbt6Jf7zhfpRrdVyweQDpeAS37hhDrdHA+55zhqfum+YWjfbd9MjhHF537VbsGMnjrA29WN2TwLbdExjNV/CkU1fh4y8+V21PfKfaT5Wq+Prvd+Pa3+zE7jHnD2zr+hLYMpRGOh6BMQZjhQoeOZxHtuhc1W9DfxJPO2MNXnThRiv2aE8UKvjVA4fxv/cewtadY9iXPXI6QH8qio0DSfTEo0jHw4iEQijX6ihVGxjLV7A/W8TkjJ/t8UgIJ61K4/zjBnD+pgFccNwAtgylVL9nV2oNPHzY+UPiPfsmcc/+LLbvmzzmd5LW0ND6uRwLO3uYQgI0jDPg5iu16T+sj806BQJwfq6v73eGrA39SazrS2J9fwLrm38EXteX6OjRQJOlqvNH7mwJ+yeK2D2aw+F81Xm++bK5jmTKxCPoTTh70noSEaTiEYTFGa5C4jxV643pw0+LVef3zcV2EsTCIQymnd8rB9MxDKRjGEy1/uv8wT8ZC0//cT3W/EM7gOlhtz5j4J1q/n6ZKx/5XWiyWJ3+HTNbdH7vzBar078zzCUkQE/i6AGx9XkBQWvzNMYZ7srVI4+9VKujWHF+P5n9e9xMA6ko7vjbp7f1desmLwx+lwH4pjFm7YyXvQHAy40xT5r1tnUAZxpj7ms+fzKABwCEZp/nJyJXAbgKADZu3Hjhgw8+iEqlgkrF+R8znU6jVquhXC5PP99oNFAsOt/IWzdeLBScvRXJZBKhUAj5vHPYQDweRyQSmX4+FoshFoshl8tNPx+Px5HL5WCMQTQaRTweR6FQQKPRQAMhjOfLKNacQalYbaAqEUzkSpgsVlCsNlAxIUwWKpgsVVGo1FGuO/9TV2p1GAOEQiE0Ggb15s2mkzFnOIuHgHg0hEwihmQ0hHRU0JeIYLgvhf5kFAmpoycRxpqBDAbScVRLxY48pkgkgkQiMf18KBRCKpVCqVRCrVabfr5cLqNaraJugEY4jkPZPEanisgWayibCEZzJYzlSpgs1ZCrYnpYrDcMQqEQDAyMMQiLIJOIIh0LIx4GUrEQhnuSWNUTR2/UYCgdxbqBDNb2J4Fq+ajHdPDgQaTT6Y4/JhFBJpNBuVye3tYymcwx2161WsX+8Tz2T5YxURHsHS9iz3geuVINhZpz/7hssQKD1nAvEBj0xMPoTcacv2jFBet649g0lMbmoQwGY3VEwyG1x9Tu/0/5fB5I9OLhkQIePpjFnokSDuZqmCrXkS2UUag0mn9ccL6uqzIxrO1L4JS1vTiuN4wtgwmkEnFPPaalfI/Yc2gcf9g7he0Hi9ibLWPveME5bDosWNeXxIbeKM7b0IPHHj+Aob5Mxx9TNptFJBJR+b43Uqjje3eP4JaHR1Gu1XH6mgxec+nx2NwX8dzXyY3vexMTE8hkMr56TLO/TtlcEd/edgg375zEVKmK4wYSeM6Zw3jKmetRr9fVHlO5XMbQ0FDH/n8yxmBPzuDGB0dw74FJ7J0oo/X7dG88hA39cZy9cQAXbu7D+rRARDz1dVrKtncgW8RtO0awa7yEg/k69mdLmGr+XlI3QCIaRkSAvmSkOcwksTolOHlVCies7kW9duSy9l55TLO3PWMMdo9ksS9bxuGCwd5sCfvHC87vIZUGpsp1VGq15oDjDEKJiCAVC6EnEUV/Oo6BuGA4E8X6vhQ2DKbRFzNIRwXRaFTt59Phw4eRTqent71cLod8pY6xEnA4X8OukUkcmqqgUDMoVA0m8iVMleoo1Q0MgFqtjoZxBt14JIxYGIhHBMloBKlEFOko0BePYCAdxeq+NNIRg0xMMJiOYd1gL8Kmhlqt1vXv5cYY1CWCUl1wYGwSk83frQp1weGJPCZLVeQqBvlqA+P5MiaLNVQbBiLi/E5tnPPJQqEQYmEgFhYkomGk41FEQ0As7OxQGOxJIRUBEhGgJx7G6v4exMMGiVADoXoZx29c57nv5UNDQ+qD31x7/N4J4Enz7PF7mjHm1ubzFwL4pY17/AB/H/bjdWyvh+11sb8ettfD9nrYXg/b6/Fq+4X2+Ll305qjPQAg0tx713IugO1zvO325usWezsiIiIiIiJqQ1cGP2NMHsD1AD4gImkRuRTA8wB8cY43vw7AX4jIBhFZD+CdAK7pxjrdkE4v/R5c1Blsr4ftdbG/HrbXw/Z62F4P2+uxsX239vgBwJsBJAEcAvBVAG8yxmwXkctEJDfj7T4N4AcA7gJwN5zbPny6i+vsqFpt8Uv2kjvYXg/b62J/PWyvh+31sL0ettdjY/uuDX7GmDFjzPONMWljzObWzduNMTcaYzIz3s4YY95tjBlsPr17sZu3e1nrZE/qPrbXw/a62F8P2+thez1sr4ft9djYvpt7/IiIiIiIiEgBBz+X2Xj8r1+wvR6218X+etheD9vrYXs9bK/HxvYc/FzWaMx/40dyF9vrYXtd7K+H7fWwvR6218P2emxsz8HPZa0bOFL3sb0ettfF/nrYXg/b62F7PWyvx8b2HPyIiIiIiIh8joOfy1KplPYSAovt9bC9LvbXw/Z62F4P2+thez02tufgR0RERERE5HMc/FxWKBS0lxBYbK+H7XWxvx6218P2etheD9vrsbE9Bz8iIiIiIiKf4+DnsmQyqb2EwGJ7PWyvi/31sL0ettfD9nrYXo+N7Tn4uSwUYmItbK+H7XWxvx6218P2etheD9vrsbG9fSu2TD6f115CYLG9HrbXxf562F4P2+thez1sr8fG9hz8iIiIiIiIfI6Dn8vi8bj2EgKL7fWwvS7218P2etheD9vrYXs9Nrbn4OeySCSivYTAYns9bK+L/fWwvR6218P2ethej43tOfi5zMbjf/2C7fWwvS7218P2etheD9vrYXs9Nrbn4EdERERERORzHPxcFovFtJcQWGyvh+11sb8ettfD9nrYXg/b67GxPQc/l9m4UfgF2+the13sr4ft9bC9HrbXw/Z6bGwvxhjtNXSEiBwG8Kj2OuYwDGBEexEBxfZ62F4X++thez1sr4ft9bC9Hq+2P84Ys2quV/hm8PMqEdlqjLlIex1BxPZ62F4X++thez1sr4ft9bC9Hhvb81BPIiIiIiIin+PgR0RERERE5HMc/Nz3X9oLCDC218P2uthfD9vrYXs9bK+H7fVY157n+BEREREREfkc9/gRERERERH5HAc/IiIiIiIin+PgtwwiEheRz4nIoyIyJSJ/EJFnznqbp4jIfSJSEJFfiMhxs97/8yIyKSIHROQv2n1fcojIW0Vkq4iUReSaWa/bIiJGRHIznt434/XsvwILtW++ntt+l4jIL0WkNGM7v3/W669ofp/Ki8h3RWRwxusGReQ7zdc9KiJXdP8R+Ad7umeh7ZzbeGct8rOV39tdNF97/k7jPlnk93o/bfsc/JYnAmA3gMsB9AF4L4BviMgWABCRYQDXA3gfgEEAWwF8fcb7Xw3gZADHAXgygHeLyB+3+b7k2AfgQwA+v8Db9BtjMs2nD854+dVg/5WYtz23fRVvnbGdn9p6oYicCeDTAK4EsAZAAcC/z3i/TwGoNF/3cgD/0XwfWh72dNcx2zm3cVfM+f2d39u7YrHfa/g7jXvm/b3ed9u+MYZPHXgCcCeAFzb/fRWAW2a8Lg2gCOC05vP7ADx9xus/COBr7bwvn47p/iEA18x62RYABkBknvdhf/fac9vv7tfglwBeP8/rPgLgKzOePxHOL8E9zbYVAKfMeP0XAfy99mOy8Yk9Xe8753bObdzV5kd9f+f3dtX2/J1G5+twJ4AX+m3b5x6/DhCRNQBOAbC9+aIzAWxrvd4YkwfwMIAzRWQAwLqZr2/++8zF3tet9fvYoyKyR0S+0PyrC9jfddz2u++jIjIiIjeLyJNmvHx2z4fR/EW4+VQzxjww4+1nfi1oadjTfXNt59zGu4ff2/Xxd5oumfV7va+2fQ5+KyQiUQBfBnCtMea+5oszALKz3jQL56+QmRnPz37dYu9L7RkB8Bg4u90vhNPuy83Xsb+7uO131/8FcAKADXDuJ/QDETmx+brFvhaT87yOlo493TXfds5tvHv4vV0Pf6fpojl+r/fVts/Bbw7NE8nNPE83zXi7EJxDRyoA3jrjQ+QA9M76sL0Appqvw6zXt1632PsGQrv952OMyRljthpjasaYg3C+Nk8XkR6w/4JW2h7c9jumna+FMeZ3xpgpY0zZGHMtgJsBPKv5IRb7WrB157CnixbYzrmNdw+/tyvh7zTdM8/v9b7a9jn4zcEY8yRjjMzz9AQAEBEB8Dk4J42/0BhTnfEhtgM4t/WMiKThnHuw3RgzDmD/zNc3/719sfft+AP1qHb6L/VDNv8bYv+FdaA9t/0OWebXwgCQ5r9n9zwBQBzAA82niIicPON9Z34taGnYs7ta2zm38e7h93bv4O80Lljg93p/bftaJxfa/gTgPwH8FkBmjtetgrMr94UAEgD+AcBvZ7z+7wH8CsAAgNPgbDR/3M778mm6YaTZ56Nw/jqTQPPEZwCXADgVzh82huBcQekX7N+V9tz2u/d16AfwjFZ/OFctzKN5MQs45xBMArgMzgnlX0LzhPPm678G4KvN113abH+m9uOy9Yk9Xes673bObdyV3nN+f+f3dtX2/J2mO/3n/L3eb9u+emgbn+AcZ20AlODsxm09vXzG2zwVwH1wrt7zSwBbZrwuDudyvZMADgL4i1kff9735dN0o6ubX4OZT1c3X/cyADvg/HKwH8B1ANayv/vtF+vH9h39OqwC8Hs4h4xMNH9gPW3W21wBYFfz/4XvARic8bpBAN9tvm4XgCu0H5PNT+zpWtcFt3Nu4x3vvdDPVn5vV2gP/k7TjfYL/l7vp21fmosiIiIiIiIin+I5fkRERERERD7HwY+IiIiIiMjnOPgRERERERH5HAc/IiIiIiIin+PgR0RERERE5HMc/IiIiIiIiHyOgx8REdESicgWETEiEungxzxDRLaKiHTgY31cRN7UiXUREZE/cPAjIiIrichOESmKyJSITIjILSLyRhGx9WfbBwH8k2neYLf5+J468w1E5NUiclMbH+ufAPy1iMRcWCcREVnI1h+OREREAPBcY0wPgOMA/D2A/wvgc7pLWthcewlFZB2AJwP4bic+hzFmP4D7APxJJz4eERHZj4MfERFZzxiTNcZ8H8BLAbxKRM4CABHpE5HrROSwiDwqIu9t7RFs7j27WUT+TUSyInKfiDyl9TFF5Jci8lERuVVEJkXkeyIyONfnb36ez4nIfhHZKyIfEpHwrM/zLyIyCuDqOT7E0wDcbowptfuYReSlIpKb8VQWkV/OeJNfAnh2ux+PiIj8jYMfERH5hjHmVgB7AFzWfNEnAfQBOAHA5QBeCeA1M97lEgAPAxgG8H4A188a7l4J4LUA1gGoAfjXeT71Nc3XnwTgfABPB/D6WZ/nEQBrAHx4jvc/G8D9bTzEacaYrxtjMsaYDID1zY//1Rlvci+Ac5fyMYmIyL84+BERkd/sAzDY3OP2ZwD+yhgzZYzZCeDjAK6c8baHAHzCGFM1xnwdzvA1cy/ZF40xdxtj8gDeB+AlrT15LSKyBsCzAPx/xpi8MeYQgH9pfu7pNRljPmmMqRljinOsuR/A1Bwv/27z/MUJEZkA8O+z36C5B/MrAH5pjPn0jFdNNT8uEREROnY1MiIiIo/YAGAMzl68KIBHZ7zu0ebrW/a2LqYy4/XrZzy/e9bros2PO9NxzZfvn3FBztCs992NhY0D6Jnj5c83xvys9YyIvBpH70kEnD2IPQDePuvlPQAmFvm8REQUENzjR0REviEij4Ez2N0EYARAFc5g1rIZwN4Zz2+YdfuEzXD2GLZsmvW6avPjzrQbQBnAsDGmv/nUa4w5c8bbGCzsTgCnLPI2xxCRPwPwMgAvMsZUZ736dADblvoxiYjInzj4ERGR9USkV0SeA+BrAL5kjLnLGFMH8A0AHxaRHhE5DsBfAPjSjHddDeDtIhIVkRfDGZb+Z8brX9G8v14KwAcAfKv5cac1r6D5EwAfb64jJCInisjlS3gIPwVwgYgklvCYz4dzDuPzjTGH53iTywH8aAlrICIiH+PgR0RENvuBiEzB2ev2NwD+GUdfvOVtAPJwLnxyE5xz4T4/4/W/A3AynL14H4az52x0xuu/COfCLQcAJHDs4ZQtrwQQA3APnMM2vwXngjBtMcYcBPBzAM9r932abzsA4KYZV/b8ETB9e4gz0KHbQxARkf3k6FMbiIiIgqF1vpwx5gnzvP6XcPYefrZL6zkDwLUALjYr/OEsIh8H8LAx5piLwRARUTDx4i5EREQeYIy5B8BjOvSx3tmJj0NERP7BQz2JiIiIiIh8jod6EhERERER+Rz3+BHR/99+HcgAAAAADPK3vsdXFgEAMCd+AAAAc+IHAAAwJ34AAABz4gcAADAnfgAAAHMBlB5FmrdKSTgAAAAASUVORK5CYII=\n",
      "text/plain": [
       "<Figure size 1080x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.plot(doppler_frequency, ambiguity, '')\n",
    "\n",
    "\n",
    "# Set the x and y axis labels\n",
    "\n",
    "plt.xlabel(\"Doppler (Hz)\", size=12)\n",
    "\n",
    "plt.ylabel(\"Relative Amplitude\", size=12)\n",
    "\n",
    "\n",
    "\n",
    "# Turn on the grid\n",
    "\n",
    "plt.grid(linestyle=':', linewidth=0.5)\n",
    "\n",
    "\n",
    "\n",
    "# Set the plot title and labels\n",
    "\n",
    "plt.title('LFM Pulse Ambiguity Function', size=14)\n",
    "\n",
    "\n",
    "\n",
    "# Set the tick label size\n",
    "\n",
    "plt.tick_params(labelsize=12)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Set the time delay and Doppler mismatch frequency and create the two-dimensional grid using the `meshgrid` routine from `scipy`"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "from numpy import meshgrid\n",
    "\n",
    "\n",
    "# Set the time delay\n",
    "\n",
    "time_delay = linspace(-pulsewidth, pulsewidth, 500)\n",
    "\n",
    "\n",
    "\n",
    "# Set the Doppler mismatch\n",
    "\n",
    "doppler_frequency = linspace(-bandwidth, bandwidth, 500)\n",
    "\n",
    "\n",
    "\n",
    "# Create the grid\n",
    "\n",
    "t, f = meshgrid(time_delay, doppler_frequency)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Calculate the ambiguity function for the LFM pulse"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [],
   "source": [
    "ambiguity = lfm_pulse(t, f, pulsewidth, bandwidth)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Display the two-dimensional contour plot for the LFM pulse ambiguity function"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/plain": [
       "<Figure size 1080x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Plot the ambiguity function\n",
    "\n",
    "plt.contour(t, f, ambiguity, 20, cmap='jet', vmin=-0.2, vmax=1.0)\n",
    "\n",
    "\n",
    "# Set the x and y axis labels\n",
    "\n",
    "plt.xlabel(\"Time (s)\", size=12)\n",
    "\n",
    "plt.ylabel(\"Doppler (Hz)\", size=12)\n",
    "\n",
    "\n",
    "\n",
    "# Turn on the grid\n",
    "\n",
    "plt.grid(linestyle=':', linewidth=0.5)\n",
    "\n",
    "\n",
    "\n",
    "# Set the plot title and labels\n",
    "\n",
    "plt.title('LFM Pulse Ambiguity Function', size=14)\n",
    "\n",
    "\n",
    "\n",
    "# Set the tick label size\n",
    "\n",
    "plt.tick_params(labelsize=12)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.8.5"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}
